VALLIAMMAI ENGINEERING COLLEGE S.R.M Nagar, Kattankulathur – 603203 DEPARTMENT OF CHEMISTRY CY-6151-ENGINEERING CHEMISTRY-I Question Bank with Answers (2015-2016) Unit Title Page No. I Polymer Chemistry 1-30 II Chemical Thermodynamics 31-48 III Photochemistry & Spectroscopy 49-73 IV Phase Rule & Alloys 74-94 V Nanochemistry 95-120
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15.What are thermo and thermosetting plastics? Give example.
THERMO PLASTIC:
Thermo plastics are prepared by addition polymerization. They are straight chain(or)
slightly branched polymers and various chains are held together by weak Vander Waal’s forces
of attraction.
Thermoplastics can be softened on heating and hardened on cooling. They are generally soluble
in organic solvents.
Example: Polyethylene. PVC.
THERMOSETTING PLASTICS:
Thermosetting plastics are prepared by condensation polymerization.
Various polymers are held together by strong covalent bonds(called cross linked).
Thermosetting plastics are harden on heating and once harden., they cannot be softened again.
They are almost insoluble in organic solvents,
Example: Bakelite, polyester.
16.What do you understand by disproportion of polymer chains?
It involves transfer of hydrogen atom of one radical centre to another radical centreforming two macromolecules, one saturated and another one unsaturated.
PREPARATION: Epoxy (or)Epoxy resins are prepared by condensing epichlorohydrin with
disphenol.
CH3
n HO - C6H5 - C –C6H5 –OH + Cl – CH 2 – CH – CH 2
CH3 O
Bisphenol Epichlorohydrin
CH3
---- O - C6H5 - C –C6H5 –O – CH 2 – CH – CH 2-----
CH3 OH n Epoxy resin
20.How is Nylon 6.6 prepared? State its properties and uses,
PREPARATION: Nylon 6.6 is manufactured by solution polymerization by condensing
hexamethylene diamine and adipic acid in toluene solvent at higher temperature in an inert
atmosphere .
n H2 N-(-- CH2-)6 —NH2 + n HOOC-(--CH 2-)4 —COOH
Hexamethylene diamine Adipic acid
------NH—(--CH2-)6 —NH – CO –( -CH2 -) 4 —CO----
Nylon 6.6 (polymide) n
PROPERTIES OF NYLON 6.6 :
• It is a horny translucent material.
• Its melting point is high (264oC)
•
Nylon 6.6 is a less soft and stiff material when compared to nylon 6.• It is insoluble in common organic solvents but soluble in formic acid and cresol.
• It does not absorb water and hence can be dried easily.
APPLICATIONS OF NYLON 6.6 :
• It is used for making socks, dress materials and ropes.
• The majority of the woven fibre are used in the manufacture of tyre cards.
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• It is used in ball bearing , mountings, electrical connections, etc.
•
It is also used to make wheels, bearing. Which can run without the use of lubricants.
PART – B
1. I) Differentiate thermoplastics and thermosetting plastics.
S.NO THERMO PLASTICS THERMOSETTINGPLASTICS
1. They are formed by addition polymerization
They are formed by condensation polymerization
2. They consist of linear long chain polymers.
They consist of three dimensionalnetwork structure.
3. All the polymer chains are held together by weak Vanderwaals forces.
All the polymer chains are linked by strong covalent bonds.
4. They are weak,soft and less brittle. They are strong, hard and more brittle.
5. They soften on heating and harden oncooling.
They do not soften on heating.
6. They can be remoulded. They cannot be remoulded.7. They have low molecular weights. They have high molecular
weights.8. They are soluble in organic solvents. They are insoluble in organis
solvents.9. Ex : Polyethylene, PVC etc., Ex : Bakelite, Ureaformaldehyde
etc.,
ii) Explain the mechanism of free radical polymerization of polyvinyl chloride.Free radical mechanism:Free radical polymerization involves three major steps1.Initiation
2.Propagation3. Termination
1. Initiation:
Initiation involves two reactions
a) First reaction:
It involves production of free radicals by homolytic dissociation of an initiator
or catalyst to yield a pair of free radicals.
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1. is determined by light – scattering techniques and ultra- centrifugation
techniques.
2. Gel permeation chromatography is also used.
Significance : is always greater than
3. I) Give a detailed account on techniques of polymerization.
Techniques of polymerization:
The following methods are generally used for the polymerization reaction.
1.Bulk Polymerization
Bulk polymerization is the simplest method of polymerization. The monomer is takenin a flask as a liquid form and the initiator, chain transfer agents are dissolved in
it.The flask is placed in a thermostat under constant agitation and heated.Monomer + Initiator + Chain transfer agent → Polymer
(Liquid) (Mixed with Monomer)The reaction is slow but becomes fast as the temperature rises. After a known period
of time, the whole content is moulded into desired object.
Ex: Polystyrene, PVC, PMA, are prepared by this method.
Advantages
1. It is quite simple and requires simple equipments.
2. Polymers of high purity obtained.
3. Excess monomer can be removed by evaporation , as the
monomer is a solvent.
4.
The polymer obtained has high optical clarity.
Disadvantages
1. During polymerization viscosity of the medium increases hence
mixing and control of heat is difficult.
2. Polymerization is highly exothermic.
3. Difficult to remove last traces of monomers and initiators.
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1. Thermoplastics- They are straight chain or slightly branched polymers andvarious chains are held together by weak vanderwaal’s forces of attraction,
Ex: Polyethylene, PVC, etc.,
2.
Thermosetting plastics – They are cross linked polymers and variouschains are held together by strong covalent bonds.
Ex: Polyester, Bakelite, etc.,
6.Explain the following properties of polymers i) Glass transition temperature ii)Stereospecific polymer (or) tacticity.
i)GLASS TRANSITION TEMPERATURE:
Rubber is an elastic substance at room temperature. But when it is cooled to -79oc it becomes aglossy brittle solid, which when struck, crumbles to a powder
Glossy brittle solid - 79oc Rubber
Thus , for every polymer there exists a temperature below which it is a glossy brittle solid andabove which it is a soft elastic substance. This temperature is known as glass transition
temperature.
DETERMINATION OF TG:
Glass transition temperature can be determined using
• A dialatometer, which measure the change in specific volume with temperature.Using the
plot of specific volume with temperature, Tg can be determined.
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• Tg can also be determined using differential scanning calorimeter(DSC)
FACTORS AFFECTING Tg.:
MOLECULAR WEIGHT:
Generally, Tg of all polymers increases with increase in molecular weight. But themolecular weight beyond 20,000, has no effect on Tg.
EFFECT OF SIDE GROUP:
Presence of side group hinders the free rotation about the C-C bond of polymer
chain and hence increases the Tg.
BRANCHING AND CROSS- LINKING:
When branches and cross- linking increases in polymer chain, Tg. increases.
INTERMOLECULAR FORCES:
Presence of large number of polar groups in the polymer chain increasesintermolecular forces of attraction,which restricts the mobility. This leads to an increasein Tg.
PLASTICIZERS:Addition of plasticizer , to the polymer, decreases the value of Tg..
CRYSTALLINITY:When crystallinity increases, the Tg of polymer also increases. This is due to the
compact arrangement of polymer chain.
EFFECT OF HEATING AND COOLING:
When the rate of heating increases , the Tg decreases. But, when the rate ofcooling increases, the Tg increases.
SIGNIFICANCE (OR) IMPORTANCE OF Tg.:
• Tg value gives an idea of heat capacity, thermal expansion, refractive index,
mechanical and electrical properties of the polymer.
• Tg value of the polymer is used to decide whether the polymer behaves like glass
or rubber at the use temperature.
• Tg value is used to measure the flexibility of a polymer.
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• Tg value is useful in choosing the correct temperature during the moulding
process of a polymer.
ii)STEREOSPECIFIC OLYMER(OR)TACTICITY:
The orientation of monomeric units of functional groups in a polymer molecule can take
place in an orderly (or) disorderly manner with respect to the main chain is known as Tacticity.Tacticity do affect the physical properties of the polymer. This orientation results in three types
of stereo- regular polymers.
ISOTACTIC POLYMER :
If the functional groups are arranged on the same side of the main chain, the polymer is
called Isotactic polymer.
Example: Polystyrene
CH=CH2 H H H H
n C6H5 ------------ C - CH2 - C – CH2 – C – CH 2 – C ------- ------
C6H5 C 6H5 C6H5 C6H5 n
Styrene Isotactic polystyrene
SYNDIOTACTIC POLYMER:
If the functional groups are arranged in an alternating fashion, the polymer is calledSyndiotactic polymer.
CH=CH2 H C 6H5 H C 6H5
n C6H5 ------------ C - CH2 - C – CH2 – C – CH 2- C ------- ------
C6H5 H C6H5 H n
Styrene Syndiotactic polystyrene
ATACTIC POLYMER:
If the functional groups are arranged randomly, the polymer is called Atactic polymer.
CH=CH2 H H C 6H5 C 6H5
n C6H5 ------------ C - CH2 - C – CH2 – C – CH 2 - C ------- ------
C6H5 C 6H5 H H n
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• Epoxy resins are used as surface coatings, adhesives like araldite, glass- fibre reinforced
plastics.
• These are applied over cotton, rayon and bleached fabrics to impart crease-resistance and
shrinkage control.
•
These are also used as laminating materials in electrical equipments.
• Moulds made from epoxy resins are employed for the production of components for
aircrafts and automobiles.
8.i)What are plastics? Explain its advantages and disadvantages.
Plastics are high molecular weight organic materials, that can be moulded into anydesired shape by the application of heat and pressure in the presence of a catalyst.
ADVANTAGES OF PLASTICS OVER OTHER MATERIALS:
•
They are light in weight.
• They possess low melting point.
• They can be easily moulded and have excellent finishing.
• They possess very good strength and toughness.
• They possess good shock absorption capacity.
• They are corrosion resistance and chemically inert.
• They have low co –efficient of thermal expansion and possess good thermal and
electrical insulating property.
• They are very good water – resistant and possess good adhesiveness.
DISADVANTAGES OF PLASTICS:
• They have high softness.
• They undergo embrittlement at low temperature.
• They undergo deformation under load.
• They possess low heat- resistant and poor ductility.
• Combustibility is high.
• They undergo degradation upon exposure to heat and UV-radiation.
• They are Non bio- degradable.
ii)Explain the bulk polymerization technique and mention the name of polymer that canbe prepared by this technique.
Bulk polymerization is the simplest method of polymerization. The monomer is taken in a flask
as a liquid from and the initiator, chain transfer agents are dissolved in it. The flask is placed in athermostat under constant agitation and heated.
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If the main chain of a polymer is made up of different atoms, it is called heterochain polymer.
Example: Nylons, Terylene .
-C-C-O-C-C-O-C-C-
10.i)Describe the Emulsion polymerization technique. Give two examples.
Emulsion polymerization is used for water insoluble monomer and water soluble initiator
like potassium persulphate.
The monomer is dispersed in a large amount of water and then emulsified by the addition
of a soap. The initiator is added. The whole content is taken in a flask and heated at a constanttemperature with vigorous agitation in a thermostat with nitrogen atmosphere. After 4 to 6 hours,the pure polymer can be isolated from the emulsion by addition of de- emulsifier like 3%
solution of Al2(SO4)3.
EXAMPLE:
Polyvinyl acetate, PVC,are prepared by this method.
ADVANTAGES:
• The rate of polymerization is high. • Heat can be easily controlled and hence viscosity built up is low.
• High molecular weight polymer can be obtained.
DISADVANTAGES:
•
Polymer needs purification.
• It is very difficult to remove entrapped emulsifier and de-emulsifiers.
• It requires rapid agitation.
APPLICATIONS:
• Emulsion polymerization is used in large- scale production like water based paints,
adhesives, plastics, etc.
Monomer + Initiator + Surfactant Polymer
(Dissolved in inert solvent) (Water soluble) (Emulsion in water)
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• This method is also suitable for manufacturing tacky polymers like butadiene and
chloroprene.
ii) Describe the suspension polymerization technique. Give two examples.
SUSPENSION POLYMERISATION (OR) PEARL POLYMERISATION:
Suspension polymerization is used only for water insoluble monomers. This
polymerization reaction is carried out in heterogeneous systems.
At the end of polymerization, polymer is separated out as spherical beads or pearls. This
method is also called pearl polymerization.
The water insoluble monomer is suspended in water as tiny droplet and a initiator is
dissolved in it by continuous agitation. The suspension (droplets) is prevented from coagulation
by using suspending agents like PVA , gelatin, methyl cellulose. Each droplet of the monomer
contains dissolved initiator. The whole content is taken in a flask and heated at constant
temperature with vigorous agitation in a thermostat with nitrogen atmosphere. After the end of 8hrs, pearl- like polymers are obtained, which is filtered and washed by water.
EXAMPLES:
Polystyrene, Polystyrene- divinyl benzene are prepared by this method.
ADVANTAGES:
• Since water is used as a solvent, this method is more economical.
• Products obtained is highly pure.
• Isolation of product is very easy.
• Efficient heat control.
• Viscosity build up of polymer is negligible.
DISADVANTAGES:
• This method is applicable only for water insoluble monomers.
• Control of particle size is difficult.
APPLICATIONS:
• Polystyrene beads are used as ion exchangers.
• This technique is used in heterogeneous system
Monomer + Initiator + Suspending agent Polymer
(Suspension in water) (Dissolved in monomer) (Suspended in water as beads)
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Distinguish open, closed and isolated system.Type Open System Closed System Isolated SystemDefinition This is a system that
can exchange bothmass and energywith thesurroundings
This is a system thatcan exchange energy but not mass with thesurroundings
This is a system thatcannot exchange both mass andenergy with thesurroundings
Example Boiling water kept ina beaker, waterescapes out in theform of vapour andit loses heat to the
surroundings.
a gas enclosed in acylinder made of amaterial which is agood conductor
a gas enclosed in acylinder made of amaterial which is a perfect insulator
2. Compare adiabatic process and isothermal process.Type Adiabatic process Isothermal process
Definition
A process that is carried outwithout changing the totalheat energy of the systemeven though other properties may change
A process that is carriedout at constant temperatureeven though other properties may change, ie.,ΔT=0
Temperature Vary (dT ≠ 0) Constant (dT=0)
Process
The system is thermallyinsulated from thesurroundings
The system is usually keptin contact with a constanttemperature bath(thermostat) and theconstant temperature ismaintained
Example
Air (mixture of gases)undergoes adiabatic heatingwhen compressed andadiabatic cooling whenexpanded
Melting of ice
3. Explain thermodynamically reversible process.
Entropy is a measure of the degree of randomness or disorder in a molecular system.i.e., dQrev/T=dS
4. What are the limitations of 1st law of thermodynamics?(OR)What is the need for 2nd law of thermodynamics?
1. The second law predicts the feasibility of a process2. It explains why it is not possible to convert heat into an equivalent amount of work3. The second law is able to predict the direction of energy transformed and also the
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direction of spontaneous process.The above concepts are not satisified by the 1st law of thermodynamics.
5. State any two statements of 2nd law of thermodynamics.
1. Heat cannot pass from a colder to a hotter body without the aid of an external agency.
2. All natural process are spontaneous processes and tend to proceed in one direction andcannot be reversed.
6. Explain 2nd law of thermodynamics in terms of entropy.Even though the total energy of the universe remain constant, the total entropy of the
universe is increasing
7. Calculate the ∆S for fusion of ice. Given that T = 0ºC, ∆Hf =80Cal/g.Latent heat of fusion on one gram of ice = 80 Cals/gm (or) 80x18 cals/molei.e., ΔHf =1440 Cal
Entropy of fusion of ice = ΔHf /Tf = 1440/273 = 5.275 cals/mole/deg
8. What is a spontaneous process? What are its criteria?A spontaneous process is the time-evolution of a system in which it releases free energyand moves to a lower, more thermodynamically stable energy state.i.e., ΔStotal = ΔSsystem + ΔSsurroundings
Criteria: When ΔH is negative (i.e., exothermic process) and ΔS is positive, then the process will be spontaneous as ΔG is negative.
9. What is work function? Give its significance.The part of internal energy which is isothermally available is called work function (A) of
the system.Significance: Decrease in the function (i.e., -ΔA) gives the maximum work obtained from
the system during the given change. This is also referred as Helmholtz free energy.
10. Explain Gibb’s free energy with example.The isothermally available energy present in a system is called free energy (G). Thequantity G is due to Gibbs and is called Gibb’s free energy.Example: - ΔG is a measure of the maximum net work that can be obtained from a
system at constant temperature and pressure.
11. State and explain the significance of Gibb’s Helmholtz equation.1. This equation relates the free energy change (ΔG) to the enthalpy change (ΔH) and therate of change of free energy with temperature at constant pressure
2. It helps to understand the nature of the chemical reaction as,(i) ΔG = -ve, the reaction is spontaneous(ii) ΔG = 0, the reaction is in equilibrium
12. For a process having ∆S = +ve , What is the condition for spontaneityat all temperature.At low temperature it is non-spontaneous & ΔG is endothermicAt high temperature it is spontaneous & ΔG is endothermic
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13. Write a VantHoff’s isotherm equation for the following process
n1 A + n 2 b n3 C + n 4 D
14. From Vanthoff isochore explain Lechatlier’s principle.
15. Bring out the deduction ofdE=Tds-Pdv
16. Calculate for a system with P1 = 1 atm, P 2 = 10 atm, T 1 = 273k,
T2 = 373 k.Solution: from clausius-clapeyron eq, logP2/P1 =ΔH/2.303R[(T2-T1)/T1T2]ΔHv = logP2/P1 x 2.303R[(T2-T1)/T1T2]ΔHv = log10/1 X [20303x8.314{(373-273)/(373x273)ΔHv = 0.0051 cal/mol/deg
17. What is the ∆S for a isochoric process for one mole of a gas with Cv = 1.7 cal/g with initial temperature273 k to final temperature 373 k.
ΔS = 2.303 CvlogT2/T1
ΔS = 2.303 x 1.7 log373/273ΔS = 0.00194
18. In what way ∆Go is useful in calculating equilibrium constant.No. Value of ΔG Nature of the process 1 ΔG = -ve or ΔG<0 spontaneous2 ΔG = 0 equilibrium3 ΔG = +ve or ΔG>0 Non-spontaneous
19. How is ∆Go is useful in electrochemistry calculations.
(i) ΔG = ΔH-TΔS(ii) ΔG = -nFE
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Differentiating equation (2) w.r.t. P at constant S yields
= [ ]S . . . . . . . . . (4 )
Differentiating equation (3) w.r.t. S at constant V yields
= [ ]P . . . .. . . . .(5)
Therefore it can be proved that[ ] ]P
ii) Discuss the various conditions for spontaneity and equilibrium stateof a system.
Spontaneity is defined as the tendency of a process to occur naturally .According to the second law of thermodynamics a process is said to be spontaneous only when S total
Is positive i.e., entropy of the universe(system + surrounding) increases. We need a criteria which does notinvolve entropy of the surroundings(difficult to measure). The change in Gibbs free energy provides sucha criteria.
The total entropy change S total is given byS total = S system + S surrounding . . . . . . . . . .(1)
If a reaction is carried out at constant T and PThe amount of heat transferred by the system to the surrounding is S system = (-q p) system
The amount of heat taken by the surrounding is S surroundings= (-q p) system
So, q psurroundings = (-q p) system = - H system
Since the surroundings is a large area, the temperature of the surroundings remains constant, so we haveS surrounding = (-q p) system = - H system
T TOn substituting eqn 2 in 1 we get
S total = S system - H system
TMultiply the equation by T
S total =T S system - H system . . . . . . . . .(3)
S = H - G ( since G = H - S ) . . . . . . .(4)
S total = H system - G - H system
- S total = G or S total = G . . . . . . . .(5)
This equation is the criterion for spontaneity interms of free energy of the system. ThusWhen G = -ve( G < 0) the process is spontaneous
When G = 0the process is equilibrium
When G = +ve( G >0) the process is non- spontaneous.
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+(endothermic) - + Forbidden in the forward reacti
2 i)Derive the Clausius inequality.
Clausius inequality states that the cyclic integral of is always is less than or equal to zero
0
Where = Differential heat transfer at the system boundary during a cycle
T = Absolute temperature at the boundary= integration over the entire cycle
Consider two heat engines, one a reversible heat engine and the other one an irreversible engine. Forthe purpose of developing an clausius inequality we assume that both the engines absorb the sameamount of heat QH from the heat source having a temperature of TH. Both the engines reject the heatto a heat sink at a temperature TL. Applying the first law of thermodynamics to both the engines,
Wrev = QH - QL.revWirrev = QH - Q L.irrev
Since the reversible engine is more efficient than the irreversible engine, it must reject less heat(QL.rev) to the thermal sink TL than that of rejected by the irreversible engine(QL.irrev). So, thereversible heat engine produces more work than the irreversible heat engine for the same heat inputQH.
Wrev = QH - QL.rev > Wirrev = QH - Q L.irrev
FOR REVERSIBLE HEAT ENGINE (CARNOT)Consider first the reversible heat engine. The reversible heat transfer can only occur isothermally (atconstantT), so the cyclic integral of the heat transfer divided by the temperature can be written as
= -
Since =
= 0
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FOR IRREVERSIBLE HEAT ENGINEThe two heat engines have the same value of heat transfer from the hermal source QH. But heat
rejection QL is more in irreversible engine than the reversible one
QL.irrev > QL.rev
= - < 0.
Thus for any heat engine we obtain the calusius inequality
0
ii) Derive that ∆S > 0 for an irreversible process.Consider a system maintained at a higher temperature T1 and its surrounding maintained at a lower
temperature T2. If q amount of heat passes irreversibly from the system to surroundings, then,Decrease in entropy of the system S system = -
Increase in entropy of the surroundings S surroundings = +
Hence, net change in the entropy is given byS total = S system + S surrounding
S total = - +
= q [ - ]
=q [ ]
Since T1 > T 2, T1 - T 2 is positive. Hence
S total = positive
∆Stotal > 0
3. i) Derive the entropy change for an isothermal reversible expansionof an ideal gas.
According to the first law of thermodynamicsdE = q - PdV
(or) dE = q - w . . . . . . . . .(1) ( PdV = w)In a reversible isothermal expansion, there is no change of internal energy i.e., dE = 0So, equation (1) becomes,
qrev - w = 0qrev = w . . . . . . . . . . . .(2)
The work done in the expansion of n moles of a gas from volume V1 to V 2 at constant temperatureT is given by
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ii) Discuss the various statements for second law of thermodynamics with the mathematical expressionfor it and the significance of entropy.
Various statements of second law of thermodynamics are as follows:i) Clausius Statement: It is impossible to construct a machine which can transfer heat from a cold body
to a hot body, unless some external work is done on the machine.ii) Kelvin statement: It is impossible to take heat from a hot body and convert it completely into work by
a cyclic process without transferring a part of heat to a cold body.iii) In terms of Entropy: A spontaneous process is always accompanied by an increase in entropy of the
universe
Entropy: Entropy is ameasure of degree of disorder or randomness in a molecular system. It is alsoconsidered as a measure of unavailable form of energy.
Solid Liquid Vapour
Disorderliness increasesEntropy increases
Mathematical statement for Entropy.
S =
Significance of entropy:
i)
Entropy and unavailable energy: When heat is supplied to the system some portion is used andsome of it goes as waste (unavailable). Second law states that entropy is a measure of unavailableenergy. Hence entropy is the unavailable energy per unit temperature.
Entropy = Unavailable energy
Temperatureii)
Entropy and randomness: Entropy is a measure of randomness in a asystem. Increase in entropymeans change from ordered state to disordered state.
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iii) Entropy and probability: An irreversible process tend to proceed from less probable state to more probable state. Since entropy increases in a spontaneous process entropy may be defined as afunction of probability of the thermodynamic state.
4i) Derive Gibb’s Helmholtz equation . Mention its applications
Consider the following relations,G = H - TS (Gibbs free energy ) . . . . . . . . (1)H = E + PV ( enthalpy) . . . . . . . . (2)
Substituting equation (2) in (1) it becomesG = E + PV - TS . . . . . . . . . (3)
This is another form of Gibbs-Helmholtz equation.Significance of Gibbs-Heimholtz equation
1. Gibb’s – Helmholtz equation relates the free energy change to the enthalpy change and therate of change of free energy with temperature at constant pressure.
2. It helps in understanding the nature of the chemical reaction( spontaneous or not)
ii) For the reactionH2 + ½ O2→H2O , ∆H =-68.32, ∆S = - 56.69
Calculate the value of free energy change at 25ºC.
∆G = ∆H – T ∆ S = - 68.32 – 298 (-56.69)= - 68.32 + 16,893.62= 16,825.3kJ
The reaction is not feasible since ∆G value is positive.
5 i) Derive Clausius Clayperon equation. Mention its significance.Consider a system consisting of only 1 mole of a substance existing in two phases A and B.The free energies of the substance in two phases A and B be GA and G B. Let the temperatureand pressure of the system be T and P respectively. The system is in equilibrium, so there isno change in free energy i.e.,
GA = G B . . . . . . . . . . (1)If the temperature of the system be raised to T +dT, the pressure becomes P+dP and the
free energies become GA+dGA and G B + dG B respectively. Then the equation(1) becomesGA + dG A = G B + dGB . . . . . . . . (2)
We know thatG = H- TS ( Gibbs free energy)
So H = E + PV (Enthalpy)Substituting equation of (H) in (G) it becomes
G = E + PV - TS . . . . . . . . . (3)For infinitesimal change,
dG = dE + PdV + VdP - TdS - SdT . . . . . . . (4)But according to first and second law of thermodynamics,
dE = dq - PdV (first law)dq = TdS (second law)
so, dE = TdS - PdV . . . . . . . . . .(5)Substituting equation (5) in (4) we get,
Here the work done is due to volume change only, so equation 6 may be applied to phase A and phase B
dGA = V AdP - SAdT . . . . . . . . (7)
dGB = V BdP - SBdT . . . . . . . . .(8)Where, VA and VB are the molar volumes of phases A and B respectively. S A and SB are their molar
entropies.Since, GA = G B , hence from equation (2)dGA = dG B . . . . . . . . .(9)
Substituting equation (7) and (8) in (9)
VAdP - SAdT = VBdP - SBdT . . . . . . . . .(10)
SBdT - SAdT = VBdP - VAdP . . . . . . . .(11)
(SB - S A ) dT = (V B - VA)dP . . . . . . . . (12)
= . . . . . . . . .(!3)
SB-SA represents the change in entropy when 1 mole of the substance passes from theinitial phase A to the final phase B. It may be denoted as S
= . . . . . . . . . .(14)
We know that entropy change ( S) at constant T is
S = . . . . . . . . .(15)
Substituting equation (15) in (16)
=
This is the clausius-clapeyron equation.
APPLICATIONS:1. Calculation of latent heat of vaporization2. Calculation of boiling point or freezing point3. Calculation of capour pressure at another temperature4. Calculation of molar elevation constant.
ii) Calculate the change in Gibb’s free energy for a process at 100ºC , ∆H = 120 KCal, ∆S = 1.2 K .Comment on the feasibility.
G = H - T S
Given: ∆H = 120 K Cal∆S = 1.2 K Cal
T= 100ºC = 100+273 =373 K
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At constant temperature, dT=0, equation(3) becomes(dG)T = V.dP
So, free energy change for 1 mole of any gas at a constant temperature is given by
(dG) = V.dP
dG = RT . . . . . . . . .(4)
(since,PV = RT, V = )
On integratin the equation(4) becomes
∫ dG = RT ∫
G = G + RT ln P . . . . . . . .(5)
Where G = integration constant (standard free energy)
Let the free energies of A,B,C and D at their respective pressure P A, PB, PC and P D are GA, GB,GC and G D respectively. Then the free energy change for the above reaction is given by
G = Σ G product - Σ G reactant
= [ cGc+ dGD ] – [aG A + bG B] . . . . . . . .(6)
Substituting the value of GA, GB, GC and G D from equation (5) in (6) we get,
G = [ cG c+ cRT ln Pc+ dG D + dRT ln P D] – [aG A + aRT ln P A + bG B + bRT ln P B]
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= [ cG c+ dG D - aG A - bG B] + RT ln [PC]c [PD]d . . . . . . .. . . . .(7)
[PA]a [PB] b
We know that, at equilibrium, G = 0,
So, 0 = G + RT ln
G + RT ln K eq = 0 . . . . . (8) (since =Keq)
The equation (8) may be written asG = - RT ln K eq . . . . . . . .(9)
Substituting equation (9) in (7) we getG = - RT ln K eq + RT ln [PC]c [PD]d
[PA]a [PB] b
- G = RT ln K eq - RT ln [PC]c [PD]d
[PA]a [PB] b
This expression is called Van’t Hoff isotherm.
ii) Calculate the entropy change in the evaporation of one mole of water at 100ºC. Latent heat of
vapourisation at 100ºC is 540 Cal/g- S for vaporization, - SV = =
L = 540 ; T= 100+273 = 373K- HV = Molal latent heat of vaporization (L)
= 540cals/gm- SV = 540/373 = 1.22e.u.
7. i) Derive an expression for the variation of equilibrium constant of a reaction with temperature.
The effect of temperature on equilibrium constant is quantitatively given by Van’t Hoff equation.It can be derived by combining the Van’t Hoff isotherm with Gibbs Helmholtz equation as given below.
Accordingly to the Van’t Hoff isotherm the standatd free energy change
G = - RT ln Kp . . . . . . . . . .(1)
Differentiating equation(1) w.r.t.temperature at constant pressure, we get
= - R ln Kp – RT . . . . . . . . . (2)
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. . . . . . . . . . .(4)On rearranging equation (4) we get
G = RT2 + T . . . . . . . . .(5)
Gibbs-Helmholtz equation for substance in their standard states may be written as
G = H +T . . . . . . . (6)
Comparing equation (6) and(5) we get,
H = RT2
Or = . . . . . . . . .(7)
The equation is known as Van’t Hoff equationThe equation (8) is integrated between T1 and T 2 at which the equilibrium constants
areKp1 and Kp 2 respectively and H is constant.
= .. . . . . . . . (8)
= . . . . . . . . . (9)
ln Kp2 – ln Kp 1 = [ - ]
= [ - ] . . . . . . . . (10)
= [ ]
ln Kp2 – ln Kp 1 = [ ] . . . . . . . . . (11)
The equilibrium constant Kp2
at temperature T 2 can be calculated, if the equilibriumconstant Kp1 at temperature T1 is known, provided the heat of the reaction H is known.
ii) k p for N2 + 3H2 - NH3 is 1.64 x 10-4 atm and 0.144x10-4 atm at 400 o c and 500oc respectively.Calculate the heat of the reaction. Given R = 1.987 Cal/mole
dE = TdS – PdVSo, dA = - SdT – PdV .. . . . . . .(1)
If V is constant, so that dV = 0 then equation (1) yields
[ ]V = -S . . . . . .. . .(2)
If T is constant, so that dT=0 , then equation (1) yields
[ ]T = -P . . . . .. . . .(3)
Differentiating equation (2) w.r.t. V at constant T yields
=- [ ]T . . . . . . . . . (4 )
Differentiating equation (3) w.r.t. T at constant V yields
= -[ ]V . . . .. . . . .(5)
Therefore it can be proved that
[ ] ]V
ii) Distinguish betweena) Thermodynamically reversible and irreversible process
S.No Reversible process Irreversible process
1. Driving force and opposing forcediffer by an small amount
Driving force and opposing force differ bya large amount
2. It is a slow process It is a rapid process
The work obtained is more The work obtained is less
4. It can be reversed by any of thethermodynamic variables
It cannot be reversed
5. It is a unreal process It is a real process
b) Isothermal and adiabatic process
S.No Isothermal process Adiabatic process
1 In this process the temperature
remains constant
In this process the temperature varies
2 Heat can flow into and out of thesystem
No heat can flow into or out of thesystem
3 This is achieved by placing thesystem in a thermostat dT = 0
This is achieved by carrying the processin an insulated container dq = 0
9. i) What is a system? Discuss the various types of system.A thermodynamic system is defined as the part of the universe, which is selected for theoretical
and experimental investigation. A system usually has a definite amount of a specific substance.
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Various types of systems are:1. Isolated system: A system which cannot exchange both energy and matter with its
surroundings is called an isolated system. It has no mechanical or thermal contactwith surroundings
2. Closed system: A system which can exchange energy but not matter with itssurroundings is called closed system.
3.
Open system: A system which can exchange energy as well as matter with itssurroundings is called a open system.4. Homogeneous system: When a system is completely uniform throughout, it is called
homogeneous system.5. Heterogeneous system: When a system is not uniform throughout, which consists of
two or more phases, it is called a heterogeneous system.ii) The equilibrium constant for the reaction
N2 + 3 H 2 2NH3 at 500°C is 1.644 X 10-4 and at 700°C is 0.64 X 10 -4 atm. Calculate the
enthalpy of a reaction.
log Kp2 – log Kp1 = [ ]
Kp
1
= 1.644 X 10
-4
, Kp
2
= 0.64 X 10
-4
T1 = 500 + 273 = 773 K and T =m700+ 273 = 973 K
R = 8.314 J/K/mol
So, log [0.64 X 10 -4] – log[1.644 X 10-4] = [ ]
-4.194 – (- 3.785) = H X 26591 X 10 -4
19.147-4.194 = H X 1.3888 X 10 -5
H = -29450 J OR – 29.450 KJ
10. i) Describe a) Extensive property b) Intensive property c) Macroscopic property
1. Extensive property: The properties which depend on the amount of substance present in thesystem are called extensive properties. These properties change depending on how much of thesubstance is added or removed. The value of the additive property is proportional to the size ofthe system. For example if the size is increased, then the property will also increase. Extensive properties include: energy, entropy, mass, length, particle number, number of moles, volume,magnetic momet, weight and electrical charge.
These properties are directly proportional to the size and the quantity of the substance. Forexample: if the amount of water increases, the weight of the water will also increase; the morethe water, the heavier it will be. Another example: the energy it would take to melt an ice cube is
proportional to its size. The energy it would take to melt an ice cube differs from the energy thatwould be required to melt an iceberg.
2. Intensive property: The properties which donot depend on the amount of substance butdepend only on the nature of the substance present in the system are called intensive properties.Eg: temperature, pressure, density. These properties do not change when more of a substance isadded or some of the substance is removed. Intensive properties include: density, color,viscosity, electrical resistivity, spectral absorption, hardness, melting point/boiling point, pressure, ductility, elasticity, malleability, magnetization, concentration, temperature andmagnetic field.
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These properties do not change if the size of the quantity of the substance changes. For example:the hardness of a diamond does not change, no matter how many times the diamond is cut. Thecolor of the salt does not change no matter how much of it is added to the original amount. Theseall describe the intensive properties of the diamond and salt.
3. Macroscopic properties: The properties associated with a macroscopic system ( large
number of particles) are called macroscopic properties.
Eg. Density, viscosity,volume, etc.
ii) Calculate the ∆G when one mole of the ideal gas expands reversibly isothermally at 37ºCfrom an initial volume of 55dm3 to 1000 dm3.
It is the science of the chemical effects of radiations, whose wavelengths range from 2000 Å to8000 Å, which lie in the visible and ultraviolet region. Simple reactions involvingcombination,
decomposition, polymerization, oxidation and reduction can be brought about by exposure to
such radiations (lower energy).
2. What are dark reactions?The chemical reactions, which take place in the absence of light are called dark reactions.
3.
What are the differences between photochemical and thermal reactions?
4. Write the statement of Grotthus-Draper Law.Grotthus -Draper law states that only the light, which is absorbed by a substance, can bringabout
a photochemical change.
5. State Stark-Einstein law of photochemical equivalence.Stark-Einstein law of photochemical equivalence states that, in a primary photochemical process
(first step) each molecule is activated by the absorption of one quantum of radiation
(onephoton).
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10. What is quenching?When the foreign substance in its excited state collides with another substance it gets convertedinto some other product due to the transfer of its energy to the colliding substance. This process isknown as quenching.
11.
What is fluorescence?The emission of radiation due to the transition from singlet excited state, S1 to ground state S 0 iscalled fluorescence (S1 S 0). This is an allowed transition and occurs in about 10-8 sec.
Example for fluorescent substances:Fluorite (naturally occurring CaF2) petroleum, organic dyes like eosin, fluorescein, ultramarineand vapours of Na, Hg and I2.
12. What is phosphorescence?The emission of radiation due to the transition from the triplet excited state T1 to the ground stateS0 is called phosphorescence (T 1 S 0).This transition is slow and forbidden transition.Example for fluorescent substances: ZnS, alkaline earth sulphides and sulphates of Ca, Ba &Sr.
13. What are IC and ISC?INTERNAL CONVERSION:
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These transitions involve the return of the activated molecule from the higher excited states to thefirst excited states, ie.,
(OR)
This process is called internal conversion (IC) and occurs in less than about 10-11 second.
INTER SYSTEM CROSSING:These transitions involve the return of the activated molecules from the states of different spins,ie.,different multiplicity, ie.,
These transitions are forbidden, occurs relatively at slow rates.14.
What is Chemiluminescence?If light is emitted at ordinary temperature, as a result of chemical reactions, the phenomenon isknown as Chemiluminescence. Thus, it is the reverse of a photochemical reaction.As the emission occurs at ordinary temperature, the emitted radiation is also known as “coldlight“.EXAMPLE:
Bioluminescence: Emission of “cold light” by fire flies (glow-worm) due to the aerial oxidation ofluciferon(a protein) in the presence of enzyme (luciferase).
15. What is meant by the term absorption spectroscopy?When a beam of electromagnetic radiation is allowed to fall on a molecule in the ground state, themolecule absorbs photon of energy hv and undergoes a transition from the lower energy level tothe higher energy level.The measurement of this decrease in the intensity of radiation is the basisof absorption spectroscopy. The spectrum thus obtained is called the absorption spectrum.
E2
h ν
E1
16.
Differentiate chromophores and auxochromes?Give examples.
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17. What are the various types of electronic transitions?
18. What is finger print region? Mention its important uses?The vibrational spectral (IR spectra) region at 1400-700cm-1 gives very rich and intense
absorption bands. This region is termed as fingerprint region. The region 4000-1430cm-1 isknown as group frequency region.Uses of Fingerprint RegionFingerprint region can be used to detect the presence of functional group and also to identify andcharacterize the molecule just as a fingerprint can be used to identify a person.
19. Define the term; Bathochromic shift.Shifting of absorption to a longer wavelength is called bathochromic shift or red shift.
20. Calculate the energy per mole of light having wavelength of 85nm.We know that
E = (NAhc)/λ Given values
λ = 85nm = 85x10-9 m
Known valuesh = 6.62 x 10-34Js; c = 3 x 108ms-1; NA = 6.023 x 1023 mol-1
Sub these values in the above equationE = (6.023 x 1023 mol-1)(6.62 x 10-34Js)(3 x 108ms-1)
85x10-9 mE = 1.407 x 106J mol-1 or 1.407 x 103KJ mol-1
UNIT – 3 PHOTOCHEMISTRY AND SPECTROSCOPY
PART – B (16 MARKS)
10.
(i) With the help of jablonski diagram, explain radiative and non-radiative pathways for anelectronic transition.
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Types of Transitions The activated molecules return to the ground state by emitting its energy through the following
general types of transitions.
1.Non-Radiative Transitions
These transitions do not involve the emission of any radiations, so these are also known as non-
radiative or radiationless transitions. Non-radiative transitions involve the following two
transitions.
(a) Internal conversion (IC)These transitions involve the return of the activated molecule from the higher excited states to the
first excited states, ie.,
(OR)
The energy of the activated molecule is given out in the form of heat through molecular
collisions. This process is called internal conversion (IC) and occurs in less than about 10-11
second.
(b) Inter system crossing (ISC)The molecule may also lose energy by another process called inter system crossing (ISC).
These transitions involve the return of the activated molecules from the states of different spins,
ie., different multiplicity, ie.,
These transitions are forbidden, occurs relatively at slow rates.
2.Radiative TransitionsThese transitions involve the return of activated molecules from the singlet excited state
S1 and triplet excited state T 1 to the ground state S 0. These transitions are accompanied by the
emission of radiations. Thus, radiative transitions involve the following two radiations.(a) Fluorescence The emission of radiation due to the transition from singlet excited state, S1 to ground
state S 0 is called fluorescence (S 1 S 0). This transition is allowed transition and occurs in about
10-8 second.
(b) Phosphorescence The emission of radiation due to the transition from the triplet excited state T1 to the
ground state S0 is called phosphorescence (T 1 S 0).This transition is slow and forbidden
transition.
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3.QUENCHING OF FLUORESCENCEThe fluorescence may be quenched (stopped), when the excited molecule collides with a
normal molecule before it fluoresces. During quenching, the energy of the excited molecule gets
transferred to the molecule with which it collides. Quenching occurs in two ways
(a) Internal quenching
Quenching may also occur, when the molecule changes from the singlet excited state tothe triplet excited state. This phenomenon is called internal quenching.
( b) External quenching Quenching may also occur from the addition of an external substance, which absorbs
energy from the excited molecule. This phenomenon is called external quenching.
---------------------------------------------------------------------------------------------------------------------(ii) How quantum efficiency is determined experimentally? Explain.
The number of molecules reacted in a given time can be determined by the usual
analytical techniques, used in chemical kinetics
Measurement of Rate of Reaction
The rate of reaction is measured by the usual methods.
Small quantities of the samples are pipetted out from the reaction mixture from time to time and
the concentration of the reactants are continuously measured by the usual volumetric methods
(or) the change in some physical property such as refractive index (or) absorption (or) optical
rotation.
From the data, the amount and hence number of molecules can be calculated.
Experimental Determination of amount of Photons Absorbed
A photochemical reaction occurs by the absorption of photons of the light by the reactantmolecules.
Therefore, it is essential to determine the intensity of the light absorbed.
An experimental set up for the study of photochemical reaction is illustrated in the following fig.
Radiation emitted from a source of light (L) (Sunlight, tungsten filament, mercury vapor lamp)is passed through the lens, which produces parallel beams.
The parallel beams are then passed through a filter (or) monochromatic ‘ B’, which yields a beam of the desired (one) wavelength only.
The lightfrom the monochromatic (monochromatic light) is allowed to enter into the reaction cell
‘C’ immersed in a thermostat, containing the reaction mixture. The part of the light that is not absorbed fall on a detector ‘ X ’, which measures the intensity ofradiation.
Among the so manydetector, the most frequently employed is the chemical actinometer.The Chemical ActinometerA chemical actinometer is a device used to measure the amount of radiation absorbed by thesystem in a photochemical reaction. Using chemical actinometer, the rate of a chemical reactioncan be measured easilyUranyl Oxalate actinometerUranyl oxalate actinometer is a commonly used chemical actinometer. It consists of 0.05 Moxalic acid and 0.01 M uranylsulphate in water.
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(b) Thermal and Photochemical reactionsRefer Part A question no. 3
-------------------------------------------------------------------------------------------------------------------------------(ii) What are the causes of high and low quantum yield? Define the same.High (or) Low Quantum YieldThe quantum efficiency varies from zero to 106. If a reaction obeys the Einstein law, one molecule isdecomposed per photon, the quantum yieldФ = 1.1. High Quantum Yield
When two or more molecules are decomposed per photon, the quantum yieldФ>1 and the
reaction has a high quantum yield.2. Low Quantum Yield
When the number of molecules decomposed is less than one per photon, the quantum yield Ф>1and the reaction has a low quantum yield.Conditions for High and Low Quantum YieldThe reacting molecules should fulfill the following conditions.
1.All the reactant molecules should be initially in the same energy state and hence equallyreactive.
2.The reactivity of the molecules should be temperature independent.
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3.The molecules in the activated state should be largely unstable and decompose to form the products.
Causes (or) Reasons for high Quantum yield1.Absorption of radiations in the primary step involves production of atoms or free radicals, which initiatea series of chain reactions.2.Formation of intermediate products will act as a catalyst.
3.If the reactions are exothermic, the heat evolved may activate other molecules without absorbing theadditional quanta of radiation.4. The active molecules, produced after absorption of radiation, may collide with other molecules andactivate them which inturn activate other reacting molecules.EXAMPLE(i). Decomposition of HIIn the primary reaction, one HI molecule absorbs a photon and dissociated to produce one H and one I.This is followed by the secondary reaction as shown below.
The overall reaction shows that the two HI are decomposed for one photon .Thus, the quantum yield (Ф)= 2.Causes (or) Reasons for Low Quantum yield1. Excited molecules may get deactivated before they form products.2. Excited molecules may lose their energy by collisions with non-excited molecules.3. Molecules may not receive sufficient energy to enable them to react.4. The primary photochemical reaction may be reversed.5. Recombination of dissociated fragments will give low quantum yield. EXAMPLE:
-------------------------------------------------------------------------------------------------------------------------------3.(i) What is the statement, expressions and the limitations of Beer-Lambertz law?Beer’s law (or) Beer-Lambert’s Law
Beer extended the above equation (2) to solutions of compound in transparent solvent.
According to this law, “when a beam of monochromatic radiation is passed through a solution ofan absorbing\substance, The rate of decrease of intensity of radiation ‘dI ’
with thickness of the absorbing solution ‘dx’ is proportional to the intensity of incident radiation ‘ I ’ as well as the concentration of the solution ‘C ’.”
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Thus, the absorbance (A) is directly proportional to molar concentration (C) and thickness (or) path length(x).APPLICATION OF BEER-LAMBERT'S LAW Determination of unknown concentration
LIMITATIONS OF BEER-LAMBERT'S LAW
1. Beer-Lambert’s law is not obeyed if the radiation used is not monochromatic.2. It is applicable only for dilute solutions.3. The temperature of the system should not be allowed to vary to a large extent.4. It is not applied to suspensions.5. Deviation may occur, if the solution contains impurities.6. Deviation also occurs if the solution undergoes polymerization (or) dissociation.-------------------------------------------------------------------------------------------------------------------------------(ii)A monochromatic light is passed through a cell of 1 cm length. The intensity is reduced by10%.Ifthe same radiation is passed through the same solution in a cell of length 8 cm, what is the
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(A1/A2) = (l 2/l 1) ; (A1/A2) = (l 2/l 1) ; (A1/A2) l 1 = l 2 ; (10/20)1 = l 2 = 2 cm
l 2 = 2 cm
4.(i) Explain about Chemiluminescence and Photosensitization with suitable examples.PHOTOSENSITIZATION:
The foreign substance, which absorbs the radiation and transfers the absorbed energy to thereactants, is called a photosensitizer. This process is called photosensitized reaction (or) photosensitization. Example:(a) Atomic photosensitizers: Mercury, Cadmium, Zinc.(b) Molecular photosensitizers: Benzophenone, Sulphur dioxide.
In a donor-acceptor system, only the donor D (ie., the sensitizer) absorbs the incident photon. When the donor absorbs the photon, it gets excited from ground state (S0) to singlet state (S1);
Then the donor, via inter system crossing (ISC), gives the triplet excited state (T1 or 3D). Thetriplet state of the donor is higher than the triplet state of the acceptor (A).
This triplet excited state of the donor then collides with the acceptor produces the triplet excitedstate of the acceptor (3A) and returns to the ground state (S0).
If the triplet excited state of the acceptor (3A) gives the desired products, the mechanism is called photosensitization
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CHEMILUMINESCENCE:If light is emitted at ordinary temperature, as a result of chemical reactions, the phenomenon is
known as Chemiluminescence. Thus, it is the reverse of a photochemical reaction. As the emission occursat ordinary temperature, the emitted radiation is also known as “cold light“.Explanation:
In a Chemiluminescent reaction, the energy released during the chemical reaction makes the product molecule electronically excited. The excited molecule then emits radiation, as it returns to the
ground state.Examples:1. Glow of phosphorus and its oxide, in which the oxide in its excited electronic state emits light.2. Oxidation of 5-aminophthalic hydrazides or cyclic hydrazides by H2O2, emits bright green light.3. Bioluminescence: Emission of “cold light” by fire flies (glow-worm) due to the aerial oxidation ofluciferon (a protein) in the presence of enzyme (luciferase).
MECHANISM:Mechanism of Chemiluminescence can be explained by considering anion-cation reactions.
ILLUSTRATION:
The aromatic anion ((Ar -) contains two paired electrons in the bonding molecular orbital (BMO)and one unpaired electron in the antibonding molecular orbital (ABMO). The ABMO of thearomatic cation (Ar +) + is empty. When the electron is transferred from the ABMO of the anion((Ar -) to the ABMO of the cation ((Ar +) + ), the singlet excited state
1Ar* is formed. The excited state can be deactivated by the emission of photon hv.-------------------------------------------------------------------------------------------------------------------------------(ii) Calculate the energy associated with (a) one photon, (b) one Einstein of radiation of wavelength8000Å.Solution: One photon/quantum energy, E = (hc) / λ
h = 6.62 x 10-34
Js; c = 3 x 108
ms-1
λ = 8000 Å = 8000 x 10-10
m
(6.62 x 10-34Js)(3 x 108ms-1)E = ------------------------------------------------
8 x 10-7mE = 2.4825 x 10-19 J
One Einstein energy, E = (NA hc) / λ
NA = 6.023 x 1023 mol-1
E = (6.023 x 1023 mol-1) x (2.4825 x 10-19 J)
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E = 14.9521 x 104 J mol-1 -------------------------------------------------------------------------------------------------------------------------------5. (i) (a) How do atomic spectra differ from molecular spectra ? (b) How do emission spectra differ fromabsorption spectra?
Sl.No. Emission spectra Absorption spectra
1. The molecule comesdown from theexcited state to theground state with theemission of photonsof energy hv
The molecule absorbs photon of energy hvand undergoes atransition from thelower energy level tothe higher energy level
(ii) What are electromagnetic spectrum and explain the characteristics of it.
The entire range over which electromagnetic radiation exists is known as electromagneticspectrum.
The electromagnetic spectrum covers larger range of wavelength. Following figure 4.8 shows a diagrammatic representation of the electromagnetic spectrum. A logarithmic scale is used in this representation.
The divisions between the different spectral regions indicate the origin of radiation. The limits indicated in figure are arbitrary.
Characteristics of Electromagnetic Spectrum The major characteristics of various spectral regions are described as follows:
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6. (i) Explain in detail about the Rotational, Vibrational and Electronic transitions.The molecular spectra arises from the following three types of transitions, viz.,
(i) Rotational transition.(ii) Vibrational transition.(iii) Electronic transition.These transitions are accompanied by the absorbance of electromagnetic radiation. ENERGY LEVEL DIAGRAM
The energy level diagrams, showing different transition in molecules, are shown in the followingdiagram
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Vibrational energy arises due to the to and fro motion of the molecule ie., stretching, contracting
and bending of covalent bonds in a molecule.
Vibrational spectra and Vibrational-Rotational spectra results from transitions between thevibrational energy levels of a molecule, due to the absorption of radiation in the infrared region.
IR spectra occur in the spectral range of 500 - 4000 cm-1. Since vibrational transition isaccompanied by rotational transition, vibrational spectra is also termed as vibrational rotationalspectra.
EXAMPLE:
Electronic spectra (or) Electronic transition
-------------------------------------------------------------------------------------------------------------------------------(ii) Explain the various changes occurring during absorption of radiation and what are thefactors affecting it.
Absorption of RadiationWhen electromagnetic radiation is passed through a matter, the following changes occur.1. As the photons of electromagnetic radiations are absorbed by the matter, electronic transition,vibrational changes (or) rotational changes may occur. After absorption, molecules get excited from the
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ground state to excited state. Then they liberate energy quickly in the form of heat (or) re-emitelectromagnetic radiation.2. But in some cases, the portion of electromagnetic radiation, which passes into the matter, instead of being absorbed may be scattered (or) reflected (or) re-emitted.3. When the electromagnetic radiation is absorbed (or) scattered, it may undergo changes in polarisationor orientation.4. In some cases the molecules absorbs radiation and get excited.
(a) Fluorescence If the excited molecules re-emits the radiation almost instantaneously (within 10-8 seconds), it is
called fluorescence.(b) Phosphorescence
If the excited molecules re-emit the radiation after sometime (slowly), it is called phosphorescence. Factors Affecting Absorbance The fractions of photons being absorbed by the matter depends on,1. The nature of the absorbing molecules. 2. The concentration of the molecules.
If the concentrations of the molecules are more, the absorbed photons will be more.3. The length of the path of the radiation through the matter.
If the length of the path is long, the larger number of molecules are exposed and hencegreater the photons will be absorbed
-------------------------------------------------------------------------------------------------------------------------------7. (i) Explain the principle of IR spectroscopy and discuss the functions of various components in IRspectrophotometer.INFRARED SPECTROSCOPY
Principle
IR spectra is produced by the absorption of energy by a molecule in the infrared region and thetransitions occur between vibrational levels.
IR spectroscopy is also known as Vibrational spectroscopy.Range of Infrared Radiation
The range in the electromagnetic spectrum extending from 12500 to 50cm-1 (0.8 to 200µ) iscommonly referred to as the infrared. This region is further divided into three sub regions
Sources of IR: Electrically heated rod of rare-earth oxidesINSTRUMENTATION:I.Components:
1.
Radiation source 2. Monochromator
3.
Sample Cell 4. Detector5. Recorder
Radiation Source:The main sources of IR radiation
(a)
Nichrome wire.(b) Nernst glower, which is a filament containing oxides of Zr, Th, Ce, held together
with a binder.When they are heated electrically at 1200 to 2000°C, they glow and produce IR radiation.
Monochromator
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It allows the light of the required wave length to pass through, but absorbs the light of otherwavelength.Sample Cell
The cell, holding the test sample, must be transparent to IR radiation.Detector
IR detectors generally convert thermal radiant energy into electrical energy. There are so manydetectors, of which the followings are important.
•
Photoconductivity cell.• Thermocouple.•
Pyroelectric detectors.Recorder
The recorder records the signal coming out from the detector.
II.Working of IR Spectrophotometer
The radiation emitted by the source is split into two identical beams having equal intensity. One of the beams passes through the sample and the other through the reference sample.
When the sample cell contains the sample, the half-beam travelling through it becomes lessintense.
When the two half beams (one coming from the reference and the other from the sample)recombine, they produce an oscillating signal, which is measured by the detector.
The signal from the detector is passed to the recording unit and recorded.
(ii) Discuss the applications of IR spectroscopy.1. Identity of the compound can be established The IR spectrum of the compound is compared with that of known compounds.
From the resemblance of the two spectra, the nature of the compound can be established. This is because a particular group of atoms gives a characteristic absorption band in the IR
spectrum.Example:
2. Detection of Functional GroupsIn a given environment, a certain functional group will absorb IR energy of very nearly the samewavelength in all molecules.
Example:
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Testing purity of a SamplePure sample will give a sharp and well – resolved absorption bands. But impure sample will give a
broad and poorly resolved absorption bands. Thus by comparison with IR spectra of pure compound, presence of impurity can be detected.4. Study of progress of a chemical reaction
The progress of a chemical reaction can be easily followed by examining the IR spectrum of testsolution at different time intervals(i) Progress of oxidation of secondary alcohol to ketone is studied by geeting IR Spectra of test
solution at different time intervals.
The secondary alcohol absorbs at 2.8µ (~3570cm-1) due to O – H stetching. As the reaction proceeds this band slowly disappears and a new band near 5. 8µ (~ 1725cm-1) due to C=Ostretching appears.
(ii) Similarly, the progress of any chromatographic separations can be readily monitored byexamining the IR spectra of the selected fractions.
5.
Determination of shape or Symmetry of a Molecule
Whether the molecule is linear (or) non-linear (bend molecule) can be found out by IR spectra.IR spectra of NO2 gives three peaks at 750, 1323 and 1616cm -1.
According to the following calculations,(i) For a non-linear molecule = (3n-6) = 3 peaks(ii) For a linear molecule = (3n-5) = 4 peaksSince the spectra shows only 3 peaks, it is confirmed that NO2 molecule is a non linear (bend)molecule.
6. To study TautomerismTautomeric equilibria can be studied with the help of IR spectroscopy.The common systems such as keto-enol, lacto – lactum, and mercapto-thioamide, contain a grouplike C=O, - OH, - NH (or) C=S. these groups show a characteristic absorption band in the IRSpectrum, which enable us to find at which form predominates in the equilibrium.
7. Industrial Applications(a) Determination of structure of chemical products
During the polymerisation, the bulk polymer structure, can be determined using IR spectra.(b) Determination of molecular weight
Molecular weight, of a compound can be determined by measuring end group concentrations,using IR spectroscopy.
(c) Crystallinity
The physical structure like crystallinity can be studied through changes in IR spectra.The absorption band at 934cm-1 is for crystalline nylon 6:6
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The absorption band at 1238cm-1 is for amorphous nylon 6:68. Isomers can be identified in the fingerprint region
Similar molecules may show very similar spectra in the group frequency region (4000-1430cm-1). But, they show some differences in the fingerprint region (1400-700cm-1).
The IR spectra of the above three isomers in the group frequency region are almost similar. But
these are identified from their IR spectra in the fingerprint region, due to three different absorptions.
9. Determination of hydrogen bonding in a molecule
To detect the hydrogen bond and also distinguish between inter and intra molecular hydrogen
bonding present in a compound, a series of IR spectra of the compound at different dilutions are taken.
On dilution, it is observed that the peak at 3630cm-1 becomes more intense as the concentration of
the free – OH group increases. At the same time broader peak at 3500-3200cm-1 becomes less intense and
disappears at larger dilutions.
The above explanation is applicable to –OH groups involved in Hydrogen bonding. If the –OH group is
involved in intramolecular hydrogen bonding, dilution will not affect the intensity of the peak.
10. Determination of AromaticityThe difference in the wavelengths of C – H bonds in different environments can be used to
determine.(a) The relative proportions of saturated and unsaturated rings present in hydrocarbon.(b)
The % of aromatic compounds or olefins in the mixtures.
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8. (i) Discuss the principle, instrumentation and working mechanism of UV-Visible spectroscopy.
VISIBLE AND ULTRAVIOLET (UV) SPECTROSCOPY Principle
INSTRUMENTATION I Components The various components of a visible UV spectrometer are as follows.1. Radiation Source
In visible - UV spectrometers, the most commonly used radiation sources are hydrogen (or)deuterium lamps. Requirements of a radiation source
a. It must be stable and supply continuous radiation. b. It must be of sufficient intensity.
2.MonochromatorsThe monochromator is used to disperse the radiation according to the wavelength. The essential
elements of a monochromator are an entrance slit, a dispersing element and an exit slit. The dispersingelement may be a prism or grating (or) a filter.
3.Cells (Sample Cell and Reference Cell)The cells, containing samples or reference for analysis, should fulfil the following conditions.
i. They must be uniform in construction.ii. The material of construction should be inert to solvents.
iii.
They must transmit the light of the wavelength used.4.Detectors
i. There are three common types of detectors used in visible UVspectrophotometers.
ii.
They are Barrier layer cell, Photomultiplier tube and Photocell.iii.
The detector converts the radiation, falling on which, into current.iv. The current is directly proportional to the concentration of the solution.
5.Recording Systemi.
The signal from the detector is finally received by the recording system.ii. The recording is done by recorder pen.
II Working of visible and UV Spectrophotometer • The radiation from the source is allowed to pass through the
monochromator unit.
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The monochromator allows a narrow range of wavelength to pass throughan exit slit.
• The beam of radiation coming out of the monochromator is split into twoequal beams.
• One-half of the beams (the sample beam) is directed to pass through atransparent cell containing a solution of the compound to be analysed.
•
Another half (the reference beam) is directed to pass through anidentical cell that contains only the solvent.•
The instrument is designed in such a way that it can compare theintensities of the two beams.
-------------------------------------------------------------------------------------------------------------------------------(ii) Discuss the applications of UV-Visible spectroscopy.
1. Predicting relationship between different groups
2. Qualitative AnalysisUV absorption spectroscopy is used for characterizing and identification of aromatic
compounds and conjugated olefins by comparing the UV absorption spectrum of the sample withthe same of known compounds available in reference books.
3. Detection of ImpuritiesUV absorption spectroscopy is the best method for detecting impurities in organic
compounds, because(i) The bands due to impurities are very intense.(ii) Saturated compounds have little absorption band and unsaturated compounds have strongabsorption band.
4. Quantitative Analysis
Determination of substances: UV absorption spectroscopy is used for the quantitativedetermination of compounds, which absorbs UV. This determination is based on Beer’s law
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First, absorbances (optical densities) of the different solutions of known concentrations are
measured.
Then the graph is plotted between absorbance vs concentration (calibration curve).
A straight line is obtained. Then absorbance of unknown solution is measured.
From the graph the concentration of unknown substance is found out.
5. Determination of Molecular Weight
Molecular weight of a compound can be determined if it can be converted into a suitablederivative, which gives an absorption band.
6. Dissociation constants of Acids and Bases
7.
Study of Tautomeric EquilibriumThe percentage of various keto and enol forms present in a tautomeric equilibrium can be
determined by measuring the strength of the respective absorption bands using UV spectroscopy.
Example : Ethylacetoacetate
8. Studying kinetics of Chemical ReactionsKinetics of chemical reactions can be studied using UV spectroscopy by following the
change in concentration of a product or a reactant with time during the reaction.
9.
Determination of calcium in blood serum
--------------------------------------------------------------------------------------------------------------------------9. (i) Write notes on a) Finger print region b) Phosphorescence.
(a) Fingerprint Region The vibrational spectral (IR spectra) region at 1400-700cm-1 gives very rich and intense
absorption bands. This region is termed as fingerprint region. The region 4000-1430cm-1 isknown as group frequency region.Uses of Fingerprint Region
Fingerprint region can be used to detect the presence of functional group and also toidentify and characterize the molecule just as a fingerprint can be used to identify a person.
b) PhosphorescenceWhen a molecules or atom absorbs radiation or higher frequency the emission of radiation is
continuous for some time even after the incident radiation is cut off. This process is calledPhosphorescence or delayed fluorescence (10-9 to 10 -4 sec).
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1. Define phase. In what way does it differ from ‘state of matter’?Any homogeneous physically distinct and mechanically separable portion of a system
which is separated from other parts of the system by definite boundaries.States of matter are solids, liquids, gases, and plasma. The state is the form taken by
matter at a given temperature and pressure.
2. Define a component. In what way does it differ from a constituent?The smallest number of independently variable constituents, by means of which the
composition of each phase can be expressed in the form of a chemical equation.Oneoftheset oftheminimumnumberofchemicalconstituentsby which everyphaseofagivensy
stemcanbedescribed.
3. Define degree of freedom. What is the degree of freedom of a given quantity of a gas?The minimum number of independent variable factors such as temperature, pressure and
concentration, which much be fixed in order to define the system completely.
The degree of freedom of a given quantity of a gas is bivariant (F = 1-1+2 = 2).
4. Calculate the no. of phases of the followingi) Sulphur(monoclinic)Sulphur (rhombic)Sulphur (liquid)ii) Water+Alcohol Vapour
Ans:i) Sulphur(monoclinic) Sulphur (rhombic) Sulphur (liquid) – Three phasesii) Water + Alcohol Vapour – Two phases
Ans:i) CuSO4 .5H 2O(s) CuSO 4.H2O(s) + 4H2O(v) - Three phases, Two componentsii) PCl5(s) PCl 3(v) + Cl2(v) - Two components ,Three phases
7.
What is phase rule? Explain.Ans: The number of degree of freedom (F) of the system is related to number of components(C) and number of phases (P) by the following phase rule equation.F = C-P+2
8. State the merits and demerits of phase rule.Ans: Uses (or) merits of phase rule1. It is a convenient method of classifying the equilibrium states in terms of phases,
components and degree of freedom.2. It helps in deciding whether the given number of substances remains in equilibrium or
not.
Limitations of phase rule1. The phase rule can be applied for the systems in equilibrium.2. The three variables like P,T & C are only considered, but not electrical, magnetic and
gravitational forces.
9. What is condensed phase rule? State its significance.Ans: The system in which only the solid and liquid are considered and the gas phase is ignoredis called a condensed system. Since pressure kept constant, the phase rule becomes F’ = C – P+ 1.This equation is called reduced phase rule.
10.
What is meant by triple point? State its characteristics.Ans: It is the temperature at which three phases namely solid, liquid and vapour aresimultaneously at equilibrium. This point is called triple point, at this point the followingequilibrium will exist.
Solid Liquid Vapour
The degree of freedom of the system is zero i.e., nonvariant. This is predicted by the phase
rule.
F=C-P+2; F=1-3+2=0
11. What is eutectic point? Mention its characteristics.Ans: It is the temperature at which two solids and a liquid phase are in equilibrium.
Solid A + Solid Liquid
According to reduced phase rule,
F’=C-P+1
C=2, P=3, therefore F’=1
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The system is non-variant. Below this point the eutectic compound and the metal solidify.
12. What is the difference in the phase diagram of a system forming simple eutectic andcompound formation?Simple Eutectic is a unique mixture of two solids which has the lowest melting point. Since it
is completely immiscible in the solid state, it is a mixture and not a compound.But a compound formation is completely miscible in the solid state, it is a not a mixture.
13. What is thermal analysis? Mention its uses.Ans: Thermal analysis is a method involving a study of the cooling curves of variouscompositions of a system during solidification. The form of the cooling curve indicates thecomposition of the solid.Ex: 1. Cooling curve of a pure solid.
Ex: 2. Cooling curve of a mixture A + B.
Uses of cooling curves:
i) Percentage purity of the compounds can be noted from the cooling curve.
ii) The behavior of the compounds can be clearly understood from the cooling curve.
iii) The procedure of thermal analysis can be used to derive the phase diagram of any two
component system.
14. Mention the differences between triple point and eutectic point.Triple point:
It is the temperature at which three phases are in equilibrium.
Solid Liquid Vapour
Eutectic point:
It is the temperature at which two solids and a liquid phase are in equilibrium.
Solid A + Solid B Liquid
By definition,
All the eutectic points are melting points, but all the melting points need not be eutectic
points.
Similarly, all the eutectic points are triple points, but all the triple points need not be
eutectic points.
15. Distinguish melting point, boiling point and triple point.Melting point:
It is the temperature at which the solid and liquid phases are in equilibrium.Solid Liquid
Boiling point:
It is the temperature at which the liquid and vapour phases are in equilibrium.
Liquid Vapour
Triple point:
It is the temperature at which three phases are in equilibrium.
Solid Liquid Vapour
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16. What is congruent melting point? Give an example.Ans: A compound is said to possess congruent melting point, if it melts exactly at a constanttemperature into a liquid having the same composition as that of solid.
Example: Mg(Zn2) (Zinc-Magnesiumalloy system).
17. What is an alloy? Give example for ferrous and nonferrous alloy.Ans: An alloy is defined as “homogeneous solid solution of two or more different element oneof which at least is essentially a metal”. An alloy containing Hg as a constituent element iscalled amalgam.Examples:
b. Liquid phaseIt depends on the number of liquids present and their miscibilities.
i. If two liquids are immiscible, they will form three separate phases two liquid phase and onevapour phase. For example: benzene-water.
ii.
If tow liquids are miscible, they will form one liquid phase and one vapour phase. For example:alcohol – water.c. Solid phaseEvery solid constitutes a separate phaseFor example:(i) Water system – three phases(ii) Rhombic Sulphur (s) Monoclinic Sulphur s –Two phases (iii) Sugar solution in water – one phases (iv) CuSO4.5H2O(s) CuSO4.3H2O(s) + 2H2O(g) ---- three phases2. Component (C)
The smallest number of independently variable constituents, by means of which the compositionof each phase can be expressed in the form of a chemical equation.(i) Water system ---one component(ii)
An aqueous system of NaCl --- two component ( NaCl , H2O )(iii)
CuSO4.5H2O(s) CuSO4.3H2O(s) + 2H2O(g) ---- three phases3. Degree of freedom (F)“The minimum number of independent variable factors such as temperature, pressure andconcentration, which much be fixed in order to define the system completely”.i) Water systemIce (s) water (l) vapour (g)F = Non variant (or) zero variantii) Ice (s) water (l)F = univariant (one)iii)
For a gaseous mixture of N2 and H 2, we must state both the pressure and temperature.Hence, the system is bivariant.
4.
Phase diagram:Phase diagram is a graph obtained by plotting one degree of freedom against another.Types of phase diagrams
(i)P-T Diagram:used for one component system(ii) T-C Diagram:used for two component system
(ii) Explain thermal analysis. Mention its uses.
Thermal analysis is a method involving a study of the cooling curves of various compositions of a
system during solidification. The form of the cooling curve indicates the composition of the solid.
Ex: 1. Cooling curve of a pure solid.
Ex: 2. Cooling curve of a mixture A + B.
A cooling curve is a line graph that represents the change of phase of matter, typically from agas toa solid or a liquid to a solid. The independent variable (X-axis) is time and the dependent variable (Y-
axis) is temperature.
Below is an example of a cooling curve.
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The initial point of the graph is the starting temperature of the matter, here noted as the "pouring
temperature". When the phase change occurs there is a "thermal arrest", that is the temperature stays
constant. This is because the matter has more internal energy as a liquid or gas than in the state that it is
cooling to. The amount of energy required for a phase change is known as latent heat. The "cooling
rate" is the slope of the cooling curve at any point.
A Pure substance in the fused or liquid state is allowed to cool slowly. The temperature is noted at
different times. When represented graphically the rate of cooling will be a continuous from ‘a’ to ‘b’.
When the freezing point is reached and solid making its appearance there will be a break in thecontinuity of the cooling curve. The temperature will thereafter remain constant until the liquid is
completely solidified. Thereafter the fall in temperature wil again becomes continuous.
a. Cooling curve of a pure substances b. Cooling curve of a mixture
If a mixture of two solids in the fused state is cooled slowly we get a cooling curve. Here also first a
continuous cooling curve will be obtained as long as the mixture is in the liquid state.
When a solid phase begins to form there will be a break in the cooling curve .But the temperature
will not remain constant unlike in the case of cooling of a purified substance. The temperature will
decrease continuously but at a different rate. The fall of temperature will continue till the mixture
forms a eutectic and the eutectic point is reached.
The temperature will thereafter remain constant until solidification is complete. Thereafter the fallof temperature will become uniform, but the rate of fall will be different from that for a pure substance.
Uses of cooling curves
i) Percentage purity of the compounds can be noted from the cooling curve.
ii) The behavior of the compounds can be clearly understood from the cooling curve.
iii) The procedure of thermal analysis can be used to derive the phase diagram of any two
component system.
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The curve OC is called melting point curve of ice, it represents the equilibrium between the iceand water. At any point on the curve the following equilibrium will exist.
Ice waterThe curve OC is slightly inclined towards pressure axis. This shows that melting point of ice
decreases with increase of pressure.The degree of freedom of the system is one i.e., univariant.
iv) Point O (triple point) The three curves OA ,OB ,OC meet at a point “O” ,where three phases namely solid ,liquid and
vapour are simultaneously at equilibrium .This point is called triple point, at this point the following equilibrium will exist.
Ice water vapourThe degree of freedom of the system is zero i.e., nonvariant.This is predicted by the phase rule.
F=C-P+2; F=1-3+2=0Temperature and pressure at the point “O” are 0.0075 oC and 4.58 mm respectively.
(v) Curve OB’: Metastable equilibrium The curve OB’ is called vapour pressure curve of the super-cool water or metastable equilibrium,
where the following equilibrium will exist.
Super-cool water vapourSometimes water can be cooled below 0oC without the formation of ice, this water is called
super –cooled water. Super cooled water is unstable and it can be converted in to solid byseeding or by slight disturbance.
vi) AreasArea AOC, BOC, AOB represents water, ice and vapour respectively .The degree of the freedom of
the system is two.i.e. Bivariant.This is predicted by the phase rule
F=C-P=2; F=1-1+2; F=2
(ii) Describe Pattinson’s process of desilverisation of lead.
The process of raising the relative proportion of Ag in the alloy is known as pattinson’s process.The Pattinson process was patented in 1833. It depended on well-known material properties; essentiallythat lead and silver melt at different temperatures. The equipment consisted of a row of about 8-9 iron pots, which could be heated from below. Agentiferous lead was charged to the central pot and melted.This was then allowed to cool, as the lead solidified, it was skimmed off and moved to the next pot inone direction, and the remaining metal was then transferred to the next pot in the opposite direction.The process was repeated in the pots successively, and resulted in lead accumulating in the pot at oneend and silver in that at the other. The process was economic for lead containing at least 250 grams ofsilver per ton.
3. (i) Discuss the phase diagram of a two component system with congruent melting point.The Zn-Mg system is a very good example for the formation of compound with congruent melting
point. A compound is said to possess congruent melting point, if it melts at a constant temperature into
a liquid having the same composition as that of solid.The phase diagram of Zn-Mg binary alloy system may be considered as a combination of two phase
diagrams of Pb-Ag system placed side-by-side.The phase diagram of Zn-Mg system is shown in the figure. It contains two parts,
i) Left side consists Zn and MgZn2 systemii) Right side consists of MgZn2 and Mg system
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i) Curve AE1 The curve AE1 is known as freezing point curve of Zn.Point A is the melting point of pure Zn (420oC).The curve AE1 shows melting point depression of Zn by the successive addition of Mg.Along the curve AE1, solid Zn and the melt are in equilibrium.
Solid Zn Meltii) Point E1 (Eutectic point)
The curve E1 is the eutectic point, where three phases solid Zn, solid MgZn 2 and their melt are inequilibrium. The temperature at this point is 380oC
Solid Zn + Solid MgZn2 Melt
Right side of the phase diagram
iii) Curve CE2 The curve CE2 is known as freezing point curve of Mg.Point C is the melting point of pure Mg (420oC).The curve CE2 shows melting point depression of Mg by the successive addition of Zn.Along the curve CE2, solid Mg and the melt are in equilibrium.
Solid Mg Meltiv)
Point E2 (Eutectic point)The curve E2 is the eutectic point, where three phases solid Mg, solid MgZn 2 and their melt are inequilibrium. The temperature at this point is 347oC
Solid Mg + Solid MgZn2 Melt
v)
Curve E1 BE2 The curve E1 BE2 is known as freezing point curve of MgZn 2.Along the curve, solid MgZn2 and the melt are in equilibrium.
Solid MgZn2 Meltvi) Point B
The point B is the melting point of the compound MgZn2. The temperature at the point is 590oC.Here the solid has the same composition as the liquid. So MgZn2 is said to possess congruentmelting point. The composition of MgZn2 is 33.3% Mg and Zn is 67.7% (i.e., the ratio of Mg andZn is 1:2).
vii) Areas
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According to reduced phase ruleF’=C-P+1C=2P=2F’=1, The system is univariant.
x)
Point “ O ” (eutectic point)The curves AO and BO meet at point ‘ O ‘ at a temperature of 303 o C ,where the three phases are
in equilibrium.Solid Pb + Soild Ag Melt
According to reduced phase ruleF’=C-P+1C=2P=3F’=1The system is non-variant.The point “ O “ is called eutectic point or eutectic temperature and is correspondingcomposition,97.4 % Pb and 2.6 % Ag ,is called eutectic composition. Below this point the eutecticcompound and the metal solidify.
xi) Areas
The area above the line AOB has a single phase (molten Pb + Ag ). According to reduced phaseruleF’=C-P+1 C=2P=1F’=2The system is bi-variant.The area below the line AO, OB and point “O” have two phases and hence the system is univariant.According to reduced phase rule F’=C-P+1C=2P=2F’=1The system is uni-variant.
(ii) Explain the heat treatment processes, i) Nitriding ii) Normalizing iii) Carburizing. Nitriding:i) Nitriding is the process of heating the metal alloy in presence of ammonia to about 550⁰C.ii)
The nitrogen (obtained by the dissociation of ammonia) combines with the surface of the alloyto form hard nitride.
PurposeTo get super-hard surface.
Normalizing:It is the purpose of heating steel to a definite temperature (above its higher critical temperature)&
allowing it to cool gradually in air. Purpose
1.
Recovers homogeneity.2.
Refines grains.3. Removes internal stresses.4. Increases toughness.5. Used in engineering works.
Note: The difference between normalized & annealed steel are 1. Normaled steel will not be as soft as annealed steel.
2. Also normalizing takes much lesser time than annealing. Carburizing
i) The mild steel article is taken in a cast iron box within containing small pieces of charcoal(carbon material).
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ii) It is heated to about 900 to 950⁰C & allows it for sufficient time, so that the carbon is absorbedto required depth.iii) The article is then allowed to cool slowly within the box itself.iv)
The outer skin of the article is converted into high carbon steel containing about 0.8 to 1.2%carbon.Purpose
To produce hard surface on steel article.
5. (i) Draw a neat Zn-Mg system and explain in detail.The Zn-Mg system is a very good example for the formation of compound with congruent melting
point. A compound is said to possess congruent melting point, if it melts at a constant temperature intoa liquid having the same composition as that of solid.
The phase diagram of Zn-Mg binary alloy system may be considered as a combination of two phasediagrams of Pb-Ag system placed side-by-side.
The phase diagram of Zn-Mg system is shown in the figure. It contains two parts,iii) Left side consists Zn and MgZn2 systemiv) Right side consists of MgZn2 and Mg system
Left side of the phase diagram
xii) Curve AE1 The curve AE1 is known as freezing point curve of Zn.Point A is the melting point of pure Zn (420oC).The curve AE1 shows melting point depression of Zn by the successive addition of Mg.Along the curve AE1, solid Zn and the melt are in equilibrium.
Solid Zn Meltxiii) Point E1 (Eutectic point)
The curve E1 is the eutectic point, where three phases solid Zn, solid MgZn 2 and their melt are inequilibrium. The temperature at this point is 380oC
Solid Zn + Solid MgZn2 Melt
Right side of the phase diagram
xiv) Curve CE2 The curve CE2 is known as freezing point curve of Mg.
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Point C is the melting point of pure Mg (420oC).The curve CE2 shows melting point depression of Mg by the successive addition of Zn.Along the curve CE2, solid Mg and the melt are in equilibrium.
Solid Mg Meltxv)
Point E2 (Eutectic point)The curve E2 is the eutectic point, where three phases solid Mg, solid MgZn 2 and their melt are inequilibrium. The temperature at this point is 347oC
Solid Mg + Solid MgZn2 Meltxvi)
Curve E1 BE2 The curve E1 BE2 is known as freezing point curve of MgZn 2.Along the curve, solid MgZn2 and the melt are in equilibrium.
Solid MgZn2 Meltxvii) Point B
The point B is the melting point of the compound MgZn2. The temperature at the point is 590oC.Here the solid has the same composition as the liquid. So MgZn2 is said to possess congruentmelting point. The composition of MgZn2 is 33.3% Mg and Zn is 67.7% (i.e., the ratio of Mg andZn is 1:2).
xviii) Areas(f) Below the line AE 1
The area below the line AE1 consists of solid Zn and the solution.(g) Below the line CE 2
The area below the line CE 2 consists of solid Mg and the solution.(h) Below the line E 1 BE 2
The area below the line E 1 BE 2 consists of solid MgZn 2 and the solution.(i) Below the point E 1 and E 2
The area below the point E1 and E 2 consists of solid Zn + solid MgZn2 and solid Mgrespectively.
(j) Above the line AE 1 BE 2C
The area above the line AE 1 BE 2C consists of only liquid phase.
(iii) What are the types of alloys? Discuss the purpose of making alloys.
ALLOYS
FERROUS
ALLOYS
NON-FERROUS
ALLOYS
(i) Nichrome(ii) Alnico (i) Brass
(iii)Stainless steel (ii) Bronze
Importance or need of making alloys1.
To increase the hardness of the metal ExampleGold and silver are soft metal they are alloyed with copper to make them hard
2. To lower the melting points of the metal ExampleWood metal (an alloy of lead, bismuth, tin and cadmium) melts at 60.5⁰c which is far below themelting points of any of these constituent metals
3. To resist the corrosion of the metalExamplePure iron rested but when it is alloyed with carbon chromium (stainless steel) which resists
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1. Used for making resistance coils, heating elements in stoves & electric irons
2. Used in making parts of boilers, steam lines stills, gasturbines, and aero-
enginevalves,retorts,annealing boxes.
(ii) What are ferrous alloys? Give their propertiesFerrous Alloys or Alloy Steels
Ferrous alloys are the type of steels in which the elements like Al, B, Cr, Co, Cu, Mn are presentin sufficient quantities, in addition to carbon & iron.
Properties:
1. It possesses high yield point & strength.
2. It possesses sufficient formability, ductility & weldability.
3. They are sufficiently corrosion & abrasion resistant.
4. Less distortion & cracking.
5. High temperature strength.
9.
(i) Discuss the composition, properties and uses of any two ferrous alloys.a)
2. Good resistant towards weather & water3. In making surgical instruments,scissors,blades,etc.
2.
Non - Heat Treatable Stainless Steel
Properties
Possess less strength at high temperature
Resistant to corrosion
Types of Non Heat Treatable Stainless Steel
(a)
Magnetic Type
Composition: Chromium-12-22%; Carbon-0.35%
Properties:
1. Can be forged,rolled & machined2. Resist corrosion
Uses:
Used in making chemical equipments & automobile parts.
(b) Non Magnetic Type
Composition: Chromium-18-26%; Nickel-8-21%; Carbon-0.15%; Total % of Cr & Ni is more
than 23%.
Example:18/8 STAINLESS STEEL
Composition: Chromium-18%; Nickel-8%
Properties:
1. Resistance to corrosion.
2. Corrosion resistance is increased by adding molybdenumUses:
They are used in making household utensils,sinks,dental & surgical instruments.
(ii) Mention the limitations of Phase rule.Limitations of phase rule
1.
Phase rule can be applied for the systems in equilibrium.
2.
Only three variables like P, T & C are considered, but not electrical, magnetic and gravitational
forces.
10. (i) What is condensed phase rule? What is the number of degrees of freedom at theEutectic point
The system in which only the solid and liquid are considered and the gas phase is ignoredis called a condensed system. Since pressure kept constant, the phase rule becomesF’ = C – P + 1.This equation is called reduced phase rule.
For example,
Solid A + Solid Liquid
According to reduced phase rule,
F’=C-P+1
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present in the grain boundaries. Decrease in grain size will increase in grain boundaries or
interfaces. So the physical and chemical properties of nonmaterial are significantly altered.
4. What are nanowires?
Nanowire is one dimensional cylindrical solid material having an aspect ratio length towidth ratio greater than 20 nm. Diameter of the nanowire ranges from 10-100 nm.
Examples:
1. Metallic nanowires Au, Ni, and Pt.
2. Nanowires of semiconductors InP, Si, and GaN.
3. Nanowires of insulators SiO2 and TiO 2.
4. Molecular Nanowires DNA.
5. What are nanoclusters?
Nanoclusters are fine aggregates of atoms (1000 more atoms) or molecules and the size
of which ranges from 0.1 to 10 nm. Of all the nanomaterials, nanoclusters are the smallest sized
nanomaterials because of their close packing arrangement of atoms. Examples: CdS, ZnO, SiO2
etc.,
6. What are nanorods? Mention their specific applications.
Nanorod is one dimensional cylindrical solid material having an aspect ratio length to
width ratio less than 20 nm. Examples: Zinc oxides and Au nanorods.
1. Nanorods find application in display technologies.
2. It is also used in the manufacturing of micro mechanical switches.
3. Nanorods are used in an applied electric field, micro electro mechanical systems, etc.,
7. Write any four nanomaterials.
1. Nanoparticles - (Nacl)n
2. Nanowires - DNA
3. Nanorod - Zinc oxides and Cadmium Sulphide
4. Nanoclusters - CdS and ZnO
8. Mention some characteristic properties of nonmaterials.
Melting Points: Nanomaterials have a significantly lower melting point and appreciable
reduced lattice constants. This is due to huge fraction of surface atoms in the total amount of
atoms.
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Optical properties: Optical properties of nanomaterials are different from bulk forms.
Reduction of material dimensions has pronounced effects on the optical properties.
Magnetic properties: Magnetic properties of nanomaterial are different from that of
bulk materials. Ferro-magnetic behavior of bulk materials disappear, when the particlesize is
reduced and transfers to super-paramagnetics. This is due to the huge surface area. Mechanical properties: The nanomaterials have fewer defects compared to bulk
materials, which increases the mechanical strength.
9. Mention a few applications of nanomaterials.
1. Nanomaterials are used as nanodrugs for the cancer and TB therapy.
2. Nanotechnology is used in the production of laboratories on a chip.
3. Nanoparticles function as nano-medibots that release anti-cancer.
4. Nanofilteration makes use of nano-porous membranes having pores smaller than
10nm.
5. Dissolved solids and color producing organic compounds can be filtered very easily
from water.
10. What are carbon nanotubes?
Carbon nanotube is tubular form of carbon with 1-3 nm diameters and a length of few nm
to microns. When graphite sheets are rolled into a cylinder, their edges join ton each other form
carbon nanotubes, Each carbon atom in the carbon nanotubes is linked by covalent bonds, But
the number of nanotubes align into ropes and are held together by weak vander Wall’s forces.
Types of Carbon nanotubes:
Depending upon the way in which graphite sheets are rolled two types of CNTs are
formed.
Singled-walled nanotubes (SWNTs)
Multi-walled nanotubes (MWNTs)
11. Distinguish between Single-walled carbon nanotube (SWCNT) and Multi-walled carbon
nanotube (MWCNT).
S.No. SWCNT MWCNT
1 Single layer of graphite. Multi layer of graphite.
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Nearly all the properties of depend on their size .The reason for which is mere reduction
in their grain size (1x10-9 m). The properties like hardness, strength, ductility, melting point anddensities vary for nanomaterials as given in following chart.
Reason: Nanomaterials possess relatively larger surface area compared to their bulk materials
(size range 1x10-6 m) more active and inert for some other cases.
These grains contain only few atoms within each grain but large number of atoms present
in the grain boundaries. Decrease in grain size will increase in grain boundaries or interfaces. Sothe physical and chemical properties of nonmaterial are significantly altered.
The defect configurations affect the properties of nanomaterials. Generally presence of
increased fractions of defects increases the mechanical and chemical properties of nanomaterials.
Examples
1. Nano-crystalline ceramics are tougher and stronger than those with coarse grains.
2. Nano-sized metals exhibit significant decreases in toughness and increase in yield
strength.
3. A piece of gold is fairly gold colored materials, but gold nanoparticles are in deep redcolor.
4. Silver nanoparticles of silver react rapidly with dilute hydrochloric acid because of the
large surface area to volume ratio.
(ii) Distinguish molecules, nanoparticles and bulkmaterials
S.
NO
Properti
es
Molecu
les
Nanoparti
cles
Bulkmater
ials
1 Size of
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Size is
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Size is
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Size is
much
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3. It ids eco-friendly method because no solvent is used
4. The product, obtained by this method, is stable
5.
This process is economical(ii) Discuss precipitation process with example in preparing nanoparticles.
Nano-particles prepared by precipitation reaction between the reactants in the presence of
water soluble inorganic stabilizing agent.
Precipitation of BaSO4 Nano-Particles
10 gm of sodium hexameta-phosphate (stabilizing agent) was dissolved in 80 ml of
distilled water in 250 ml beaker with constant stirring. Then 10 ml 1M sodium sulphate solution
was added followed by 10 ml of 1M Ba(NO3)2 Solution. The resulting solution was stirred for1hr. Precipitation occurs slowly. The resulting Precipitate was then centrifuged, washed with
distilled water and vacuum dried.
Ba(NO3)2 + Na 2SO4 → BaSO 4↓ + 2NaNO 3
Note: In the absence of stabilizing agent, Bulk BaSO4 is obtained.
Precipitation by reduction
Reduction of metal salt to the corresponding metal atoms
These clusters are surrounded by stabilizing molecule that prevents the atoms
agglomerating.
Examples
3. (i) Describe the hydrothermal synthesis of nanoparticles.
Hydrothermal synthesis
It involves crystallizations of substances from high temperature aqueous solutions at high
vapor pressure. Hydrothermal synthesis is usually performed below the super critical temperature
of water (374 oC).
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Hydrothermal synthesis is performed in an apparatus consisting of a steel pressure vessel
called autoclave in which nutrient is supplied along with water. A gradient of temperature
maintained at the opposite ends of the growth chamber, so that the hotter end dissolves the
nutrient and the cooler end causes seeds to take additional growth.
(ii) Explain solvothermal process for the preparation of nanoparticles.
Solvothermal synthesis
Solvothermal synthesis involves the use of solvent under high temperature (between 1000C to 1000 0C) and moderate to high pressure (1atm to 10000 atm) that facilitate the interaction
of precursors during synthesis.
Method
A solvent like ethanol, methanol, and 2-propanol is mixed with certain metal precursors
and the solution mixture is placed in autoclave kept at relatively high temperature and pressure in
an oven to carry out the crystal growth. The pressure generated in the vessel, due to the solvent
vapor elevates the boiling point of the solvent.
Example: Sovothermal synthesis of Zinc oxide
Zinc acetate dehydrate is dissolved in 2-propanol at 500C .Subsequently, the solution is
cooled to 00C and NaOH is added to precipitate ZnO .The solution is then heated to 650C to
allow ZnO growth for some period of time .Then a capping agent (1-dodecanethiol) is injected
into the suspension to arrest the growth. The rod shaped ZnO nano-crystal is obtained.
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4. (i) Discuss the electrical properties of nanomaterials/CNT.
Electrical properties
CNT act as semiconductors or metallic conductors depending upon the diameter and the
chirality of the tube. Chirality refers to the helical type of the tube. The metallic tube are said to
have’ arm-chair’ structure.
Plot of energy gaps of the CNT’S versus the reciprocal of the diameter gives a straight
line.
Single-walled nanotubes are mostly used for miniaturizing electronics beyond the microelectromechanical scale that is currently the basis of modern electronics. The most basic building block of these systems of these systems is the electric wire, and SWNTs can be excellent
conductors.The measured conductance G is equal to 1/V, where V stands for the voltage difference
between the tip and the other parts of CNT. This is a measure of the local electronic density of
the energy states .Higher the density of the states closer the energy levels.
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Scanning tunneling microscopy (STM) is used to investigate the above study .When the
current ( in Nano amperes ) is measured for a single walled nanotube (SWNT) across two metalelectrodes voltage and plotted versus the voltage ,it (in milli volts )shows a step like feature .
Metallic conductivity of CNT is very high carrying a billion amperes square cm becauseof the very low resistance. Another advantage is, high current does not heat the CNTs. They also
have high thermal conductivity .The magnetic resistance change of resistance by the application
of external magnetic field is exhibited at low temperatures (similar to Zeeman Effect in atomicspectra).
Plot of magnetic field dependence on resistance shows decrease in resistance with
decrease in temperature. This is because under applied magnetic field, additional energy levels
are introduced in between already existing energy levels. Hence conduction increases while
resistance decreases.
(ii) Describe the synthesis, properties and applications of carbon nanorods.
Nanorod is one dimensional cylindrical solid material having an aspect ratio length to
width ratio less than 20 nm. Examples: Zin oxides, Au rod
Synthesis of Nano rods ( Electro-deposition of Gold on Silver)
Nano rods are produced by direct chemical synthesis .A combination of ligands act as
shape control agents and bond to different face to the Nano rods with different strength. This
allows different nano rods to grow at different rates producing elongated objects. Many of the
above nanorods are not manufactured due to lack of commercial demand.
Properties of nanorods
1. Nano rods are three-dimensional materials.
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2. It is also used in the, manufacturing of micro mechanical switches.
3.
Nano rods are used in an applied electric field, micro electro mechanical systems, etc.4. Nano rodsalong with noble metal nanoparticles function as theragnostic agents.
5. They are used in energy harvesting and light emitting devices.
6. Nanorods have used as cancer therapeutics.
5. (i) Write note on carbon nanotubes and its properties?
Carbon nanotube (CNTs)
Carbon nanotube is tubular form of carbon with 1-3nm diameter and a length of few nm
to microns. Generally carbon in the solid phase exists in different allotropic forms like graphite,
diamond, fullerenes and nano tubes. Carbon nanotubes tubular forms of carbon. When graphite
sheets are rolled into a cylinder, their edges join ton each other form carbon nanotubes, each
carbon atom in the carbon nanotubes is linked by covalent bonds, but the number of nanotubes
align into ropes and are held together by weak Vander Walls forces.
Structure or types of Carbon nanotubes
Depending upon the way in which graphite sheets are rolled two types of CNTs are
formed.
Singled-walled nanotubes (SWCNTs)
Multi-walled nanotubes (MWCNTs)
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This process involves conversion of gaseous molecules into solid Nano materials in the
form of tubes, wires or thin films .First the solid materials are converted into gaseous molecules
and then deposited as Nano materials.
CNT preparation
The CVD reactor consists of a higher temperature vacuum furnace maintained at inertatmosphere .The solid substrate containing catalyst like nickel, cobalt, iron supported on a
substrate material like, silica, quarts is kept inside the furnace. The hydrocarbons such as
ethylene, acetylene and nitrogen are connected to the furnace .Carbon atoms, produced by the
decomposition at 1000 0C, condense on the cooler surface of the catalyst.
As this process is continuous, CNT is produced continuously.
Types of CVD Reactors
Generally the CVD reactors are of two types
Hot-wall CVD
Hot-wall CVD reactors are usually tubular in form. Heating is done by surrounding the reactor
with resistance elements.
Cold-wall CVD
In Cold-wall CVD reactors, substrates are directly heated inductively while chamber walls are air(or) water cooled.
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It is carried out by applying direct current 60-100 A and 20-25V arc between graphite
electrodes of 10-20µm diameter.
4. Chemical Vapor Deposition
It involves decomposition of vapor of hydrocarbons such as methane, acetylene etc., at
high temperatures 1100o
C in the presence of metal nana particles catalysts like nickel, cobalt,iron supported on MgO or Al2O3.Carbon atoms produced by the decomposition condense on a
cooler surface of catalyst.
8. (ii) Explain various applications of carbon nanotubes.
1. It is used in battery technology and in industries as catalyst.
2. It is also used as light weight shielding materials for protecting electronic equipments.
3. CNTs are used effectively inside the body for the drug delivery.
4. It is used in composites, ICs
5. It is also act as efficient catalysts for some chemical reactions.
6. It acts as a very good biosensor. Due to its chemical inertness carbon nano tubes are
used to detect many molecules presence in the blood.
7. It also used in water softening process as a filter.
8. used in H2-O2 fuel cell
9. (i) Explain the various properties of nanomaterials.
1. Melting point
Nano-materials have a significantly lower melting point and appreciable reduced lattice
constants. This is due to huge fraction of surface atoms in the total amount of atoms.
2. Optical properties
Reduction of materials has pronounced effects on the optical properties. Optical
properties of nano-materials are different from bulk forms.
The change in optical properties is caused by two factors1. The quantum confinement of electrons within the nano particles increases the energy level
spacing.
Ex: The optical absorption peak of a semiconductor nano-particles shifts to a short wavelength,
due to an increased band gap
2. Surface plasma resonance, which is due to smaller size of nano particles then the wave length
of incident radiation.
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2. The integrated memory circuits have been found to be effective devices.
3. A transistor, Called NOMFET [Nano particle Organic Memory Field Effect Transistor] is
created by combining gold nanoparticles with organic molecules.
4. Nano wires are used to build transistors without p-n junction
5. Nano radios are other important devices, using carbon nano-tubes.6. MOSFED [Metal Oxide Semi conductor Field Effect Transistor], performs both as switches
and as amplifiers.
Bio-materials [Biology]
1. Nano materials are used as bone cement and bone plates in hospitals.
2. It also used as a material for joint replacements
3. Nano technology is being used to develop miniature video camera attached to a blind person’s
glasses.
4. Nano materials are also used in the manufacture of some components like heart valves and
contact lenses.
5. Nano materials are also used in dental implant and breast implants.
6. CNTS are used as light weight shielding materials for protecting electronic equipments against