CHAPTER 2
Linear
Motion
Learning
outcomes
The student will be
able to:
· 1.Understand the concept of
linear motion
· 2. Define linear motion,
uniform and non-uniform motion
· 3.Describe distance,
displacement, speed, velocity, average velocity, acceleration and deceleration.
· 4. Apply the concept of
linear motion in solving the related problems.
· 5.Illustrate velocity-time
graph.
· 6. Determine the velocity,
acceleration and displacement from the graph
INTRODUCTION
Examples of uniform motions
Examples of non uniform motions
Distance is simply the total path length traversed in moving from one location or point to another. Distance is a scalar quantity because it has magnitude but no direction. It is always positive.
INTRODUCTION
Motion is the process of
something moving or changing place, or even just changing position. There are a
lot of factors involved every time something moves. There are fewer factors
involved if an object moves at the same speed in a straight line. However, most
movement involves changing the speed of the movement and changing directions.
If the
position of a body is not changing with respect to a coordinate system and the set of
physical reference points, the body is said to be at
rest, motionless, immobile, stationary, or to have constant
position. An object's motion cannot change unless it is acted upon by a force.
Linear motion is
the motion that is
natural to an object: moving in a
straight line in one direction. The direction can either be in a
horizontal, vertical or inclined direction. Linear motion can be uniform or
non-uniform motion.
Uniform Motion is movement
in a straight line at a constant velocity or a body is said to have
a uniform motion if it travels equal distances in equal intervals of time, no
matter how small these intervals may be. The uniform motion according to
Newton’s First Law is a body with no net force acting on it will either remain
at rest or continue to move with uniform speed in a straight line.
A car moving in a
straight line at a constant speed
A moving bullet
A train going along the tracks at steady speed
A ship steaming on a straight course at steady
speed
A roller coaster ride
Throwing a softball
A crawling snake
A
racing horse
DISTANCE
AND DISPLACEMENT
Distance is simply the total path length traversed in moving from one location or point to another. Distance is a scalar quantity because it has magnitude but no direction. It is always positive.
Displacement is the distance
between two locations measured along the shortest
path between two points in a specified direction. Displacement is a vector
quantity because it has magnitude and direction.
Distance
|
Displacement
|
|
Definition
|
Total path length traversed in moving from one location or point to
another
|
The shortest path
between two points in a specified direction.
|
Quantity
|
Scalar
|
Vector
|
SI
unit
|
Meter (m)
|
|
Symbol
|
d
|
s
|
SPEED
AND VELOCITY
Speed is a
physical quantities which measure how fast an object is moving or rate of change in distance.
Speed is a
scalar
quantity. It’s SI unit is meter per second or ms-1 @ m/s and symbolized as v.
Velocity tells you how fast and in what direction an object moves. It is
can also be defined as rate of change of displacement. Velocity is a vector quantity. It’s SI unit is meter per second or ms-1 @ m/s
and symbolized
as v.
Speed
|
Velocity
|
|
Definition
|
Speed is a physical
quantities which measure how fast an object is moving or rate of change in distance.
|
Velocity tells you how fast and in what direction an object moves orrate
of change of displacement.
|
Quantity
|
Scalar
|
Vector
|
SI
unit
|
Meter per second (ms-1)
|
Meter per second (ms-1)
|
Symbol
|
v
|
v
|
ACCELERATION
AND DECELERATION
Acceleration is defined as the rate of change of
velocity. Average acceleration is equals to the change in velocity divided
by the time taken to make the change. It's SI unit for acceleration is ms-2 @ m/s.2
Acceleration
is a vector quantity and symbolized as a.
Acceleration
|
Deceleration
|
|
Definition
|
Acceleration is rate of change of velocity. It's mean final
velocity is greater then initial velocity
|
Deceleration is rate of
change of velocity.
It's mean initial velocity is greater then final velocity
|
Quantity
|
Vector
|
Vector
|
SI
unit
|
Meter per second2
(ms-2)
|
Meter per second2
(ms-2)
|
Symbol
|
a
|
-a
|
Others
|
Positive value
|
Negative Value
|
EQUATION
OF LINEAR MOTION
v2 = u2 + 2as
s = ut
+ ½ at2
v =
u + at
s = ½ (v + u ) t
MOTION
IN GRAPH
Velocity-time graph
macam mana nak cari time taken bagi sesebua kereta tu velocity dia berkurang drpd 12m/s ke 8m/s berdasarkan velocity-time graph ?
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