Electric Circuits Video What Do You Think? If static electricity relates to the presence of an electric charge, what is current electricity ? What is needed to have an electric current?
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Electric Circuits Video
What Do You Think?
If static electricity relates to the presence of an
electric charge, what is current electricity?
What is needed to have an electric current?
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Current Electricity
• An Electric Current is the flow of charge. Charge (or
electrons) flow due to a difference in electric potential.• Electrical Potential:
– i!ilar to potential energy (lifting so!ething higher
against the force of gravity gives it greater potential to
do wor", increasing its potential energy.) – When given the opportunity, o#$ects will !ove fro!
higher potential energy to an area of lower potential
energy
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Batteries - Electrochemistry%. Converts che!ical energy into electrical energy
&. Consists of two different !etals – the electrodes
'. lectrodes i!!ersed in a che!ical #ath* that conducts electricity
called the electrolyte
+. he part of the electrodes a#ove the electrolyte is the ter!inal and
used to connect the #attery to the circuit.
• here is a che!ical reaction #etween the electrodes and the electrolyte resulting in a#uildup of electrons on one of the ter!inals (it #eco!es the - ter!inal)
• he other ter!inal gives up its electrons and #eco!es the * ter!inal.• his difference sets up the electrical potential difference of the syste! or /oltage
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Dry Cell and Wet Cell
• Wet Cell – the electrolyte is a liquid (car attery!
– In a car #attery, electrolyte is sulfuric acid the * ter!inal is lead o0ideand the - ter!inal is lead !etal
• Dry Cell – the electrolyte is not really dry" ut is a #aste
– tandard AA, C, 1 type #atteries
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$olta%e• $olta%e2 Causes current to flow through an electrical circuit. he che!ical energy
of the #attery is transferred to the electron as it !oves through the #attery.
• $olt: 3nit of !easure to !easure this potential• A $olta%e &ource (#attery or generator) is re4uired to !aintain the electrical
potential in a circuit.
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current
2 J of energy changed
into heat and heat and
light energy by each
coulomb of charge
4 J of energy givento each coulomb of
charge
2 J of energy
changed into heat
and heat and light
energy by each
coulomb of charge
' $ ' $
$
) attery is
connected to t*o
identical li%htuls+
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Current is the rate at which charge is flowing in a circuit. It is the a!ount of charge that passes through any point of the circuit per unit ti!e.
Current is !easured in a!pere, A, where % A 5 % C6s.
Electric Current
Conductor
I =Q
t
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Electric Current
• cientist first thought that positive charges flow fro! thepositive ter!inal of a cell to the negative ter!inal. his is
called the con,entional current direction.
• 7owever, it was found that a current in a !etal wire is in
fact a flow of negatively-charged electrons in theopposite direction. 8evertheless, the conventional
current is still used.+ –
electron flow
convention
current
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Electric Current
• Water flowing thru a pipe depends on !ore than the angle
of the pipe. It also depends on the length of the pipe,dia!eter of the pipe and if the pipe is clogged or open.
• A!ount of electrical current (a!ps) depends on !ore than
$ust ,olta%e, it depends on the resistance found in the
circuit.
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Eam#le .
A hair dryer draws a current of ' A. If it is switched on for 9 !inutes,(a) how !uch charge, and(#) how !any electrons have passed through it?
&olution:
(a)
(#) charge of % electron 5 %.: 0 %;-%< C
no. of electron 5 <;;C 6 (%.: 0 %;-%<) 5 9.:&9 0 %;&%
electrons
I = Qt
3 A= Q
5min( ) 60sec
min
÷
⇒Q= 900C
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Electric Current
A sim#le circuit contains the
!ini!u! things needed to have
a functioning electric circuit. Asi!ple circuit re4uires three
things2• A source of electrical potential
difference or voltage. (typically a
#attery)
• A conductive path which wouldallow for the !ove!ent of
charges. (typically !ade of wire)• An electrical resistance
(resistor) which is loosely
defined as any o#$ect that uses
electricity to do wor". (a light
#ul#, electric !otor, heating
ele!ent, spea"er, etc.)
he attery here is represented #y an escalator
which raises charges to a higher level of energy. As the charges !ove through the resistor
(represented #y the paddle wheel) they do wor" on
the resistor and as a result, they lose energy.
=y the ti!e each charge !a"es it #ac" to the #attery,
it has lost all the energy given to it #y the #attery.
As the charges !ove through a wire, they lose noenergy (assuming the wires are short and are a good
conductor).
he potential drop ( - #otential di//erence) across
the resistor is the sa!e as the potential rise (
#otential di//erence) across the #attery. his
de!onstrates that a charge can only do as !uchwor" as was done on it #y the #attery.
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Connected to a source of voltage, an electric la!p circuit loo"s
so!ething li"e this2
=ecause it ta"es energy to force electrons to flow against the opposition
of a resistance, there will #e a drop in voltage #etween any points in acircuit with resistance #etween the!. It is i!portant to note that although
the a!ount of current (the 4uantity of electrons !oving past a given
point every second) is unifor! in a si!ple circuit, the a!ount of voltage
(potential energy per unit charge) #etween different sets of points in a
single circuit !ay vary considera#ly.
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• 0esistance: he opposition to the flow of electricity
• >easured in 1hms – sy!#ol is the ree" letter @!ega -• lectricity will always ta"e the path of least resistance
• he greater the resistance, the less current there is for agiven voltage.
Electrical 0esistance
hm!s "aw
V = IR
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&eries Circuits• &eries Circuits2 rovides only one path for the electrons to follow
– A #rea" in the circuit stops the flow of electricity to all otherparts of the circuit
– With !ultiple light #ul#s (!ore resistance) the current reduces
and the di!!er the lights #eco!e
– A!!eters (to !easure the current) !ust #e wired in series.
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&eries Circuits
Besistors are in series have e4ual currents through the! #ecause there
is only one path for the current to follow.
he voltage across each resistor in series will add to the total voltage of
the #attery.
everal resistors in series can #e replaced #y a single resistor that will
have the sa!e current through it as the resistors it replaces. his is the
total resistance* of the co!#ination.
32#
32#
32#
32#
and
R R R R
IR IR IR IR
I I I I IRV V V V V
T
T
T
T
++=
++=
====
++=
$% &
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Parallel Circuits• Parallel circuits: different parts of the circuit are on separate
#ranches – electrons must choose a path
• A #rea" (#urned out light #ul#) in the circuit does not stop the flow tothe re!aining devices
• >ultiple identical light #ul#s will re!ain the sa!e #rightness since
the resistance is not decreasing as it does in a series circuit.
• ach pathway can #e separately switched off w6out affecting the
others• 7ousehold circuits are wired in parallel, with a standard of %&; volts
• /olt!eters are wired in parallel to !easure the chan%e in volts
#etween two points in the circuit.
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Parallel Circuits
Besistors in parallel have the sa!e
voltage across the! #ecause the
current !uch choose a path to
follow.
everal resistors in parallel can #ereplaced #y a single resistor that will
have the sa!e voltage across it as
any of the resistors it replaced. his
is the total resistance of the
co!#ination.
he total current will #e the su! of
the currents through the resistors it
replaced.32#
32#
32#
32#
####
and
R R R R
RV
RV
RV
RV
V V V V IRV
I I I I
T
T
T
T
++=
++=
====
++=
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Parallel Circuits
• he more #aths to choose /rom the 2E&& the
resistance – Water e0a!ple again2 Added pipes co!ing fro! a
large tan" will allow !ore water to flow out than a
single pipe.
– herefore as resistance decreases3 currentincreases" they are inversely proportional
& h ti Di
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&chematic Dia%rams• All circuits need at least the All circuits need at least the
following2following2
– ower supply, wire, andower supply, wire, and
resistance.resistance.
• here is a set of standard sy!#olshere is a set of standard sy!#ols
used to represent these ite!s in aused to represent these ite!s in a
diagra! of the circuitdiagra! of the circuit
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Electric Po*er
lectric power – Be!e!#er that power is the rate at which
wor" is done and the unit of power is the Watt. owerapplies to electrical power as well as !echanical power.
P = IV ' ( )ower in *atts
& ( current in +m)eres
$( voltage in $olts
IV V t q
t qV
t W P ====
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5 / 0 I
5 : / 0 ;.9 A
5 ' Watts
A potential difference of %&;/ is operating on a 9;;
Watt !icrowave oven. What is the current through the
oven?
5 / 0 I
9;; 5 %&; 0 I
I 5 +.& A
Eam#le
A : /olt #attery produces a current of ;.9 A. What is the power in the circuit?
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Calculatin% Ener%y Cost
• aying for energy2 We are charged #y the electric
co!pany for the power we use. It is calculated and #illedto us #y the "ilowatt hour.
– nergy 5 ower 0 i!e
– ilowatt hours 5 ilowatts 0 7ours
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Eam#le
A coffee pot operates on & a!peres of current on a %%; / circuit for ' hours. Calculate
the total "ilowatt hours used.
' , $ - &
' , ##0 - 2 , 220 *atts , 0.22 /*
nergy used in /ilowatt(hours0.22 /*( ) x 3 hours( ) = 0.66 /*hr