WEEK 1_01 BKF 1313 ENGINEERING MECHANICS STATIC INTRODUCTION TO MECHANICS
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WEEK 1_01
BKF 1313
ENGINEERING MECHANICS
STATIC
INTRODUCTION TO MECHANICS
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Introduction to MechanicsIntroduction to Mechanics
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What is Mechanics?
� Study of what happens to a ³thing´ (the technical name is
³body´) when FORCES are applied to it.
� Either the body or the forces could be large or small.
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What is Mechanics?
� Mechanics is the science which describes andpredicts the conditions of rest or motion of bodies under the action of forces.
� Categories of Mechanics:
- Rigid bodies- Statics
- Dynamics
- Deformable bodies
- Fluids
� Mechanics is an applied science - it is not an abstractor pure science but does not have the empiricism
found in other engineering sciences.
� Mechanics is the foundation of most engineering sciences
and is an indispensable prerequisite to their study.
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Branches of Mechanics
Statics Dynamics
Rigid Bodies
(Things that do not change shape
Deformable Bodies
(Things that do change shape)
Incompressible
Compressible
Fluids
Mechanics
Type title here
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What may happen if statics is not applied
properly
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Fundamental Concepts
� Space - associated with the notion of the position of a point P given in termsof three coordinates measured from a reference point or origin.
� Time - definition of an event requires specification of the time and position
at which it occurred.
� Mass - used to characterize and compare bodies, e.g., response to earth¶s
gravitational attraction and resistance to changes in translational motion.
� Force - represents the action of one body on another. A force is
characterized by its point of application, magnitude, and direction, i.e., a
force is a vector quantity.
In Newtonian Mechanics, space, time, and mass are absolute concepts,
independent of each other. Force, however, is not independent of the other
three. The force acting on a body is related to the mass of the body and the
variation of its velocity with time.
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Fundamental Principles
� P arallelogram Law
� P rinciple of Transmissibility
� Newton¶s First Law: If the resultant force on a
particle is zero, the particle will remain at rest
or continue to move in a straight line.
� Newton¶s Third Law: The forces of action and
reaction between two particles have the same
magnitude and line of action with opposite
sense.
� Newton¶s Second Law: A particle will have
an acceleration proportional to a nonzero
resultant applied force.amF TT
!
� Newton¶s Law of Gravitation: Two particles
are attracted with equal and opposite forces,
22,
R
Gg g W
r
G !!!
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SYSTEMS OF UNITS
� Four fundamental physical quantities.
� Length, mass, time, force.
� One equation relates them, F = m * a
� We use this equation to develop systems of units
� Units are arbitrary names we give to the physical quantities.
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UNIT SYSTEMS
� Define 3 of the units and call them the base units.
�Derive the 4th unit (called the derived unit) using
F = m * a.� We will work with one unit system in static¶s: SI.
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RULES FOR USING SI SYMBOLS
� No Plurals (e.g., m = 5 kg not kgs )
� Separate Units with a � (e.g., meter second = m � s )
� Most symbols are in lowercase ( some exception are N,
Pa, M and G)
� Exponential powers apply to units , e.g., cm2 = cm � cm
� Other rules are given in your textbook
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NUMERICAL CALCULATIONS
� Must have dimensional homogeneity. Dimensions haveto be the same on both sides of the equal sign, (e.g.distance = speed v time.)
� Be consistent when rounding off.
- greater than 5, round up (3528 3530)- smaller than 5, round down (0.03521 0.0352)
- equal to 5,
� Use an appropriate number of significant figures (3 for
answer, at least 4 for intermediate calculations).
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PROBLEM SOLVING STRATEGY:
IPE, A 3 Step Approach
1. Interpret: Read carefully and determine what is given and
what is to be found/ delivered. Ask, if not clear. If
necessary, make assumptions and indicate them.
2. Plan: Think about major steps (or a road map) that you will
take to solve a given problem. Think of
alternative/creative solutions and choose the best one.
3. Execute: Carry out your steps. Use appropriate diagrams andequations. Estimate your answers. Avoid simple
calculation mistakes. Reflect on / revise your work.