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Physics Review

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Title: Physics Review


1
Physics Review
  • What Are Newton's Laws of Motion?

2
Forces
  • Push or Pull that acts between two bodies
  • Tension
  • Gravitational force
  • Frictional force
  • Air resistance
  • Electrostatic force
  • Strong nuclear force
  • Weak nuclear force

3
Newtons First Law
  • Law of Inertia
  • An object will continue in its state of motion
    unless compelled to change by a force impressed
    upon it.
  • What net force is required to maintain a 5000 kg
    object moving at a constant velocity of magnitude
    7500 m/s?
  • Net force of 0 ? constant motion

4
Newtons Third Law
  • For every action, there is an equal, but
    opposite, reaction.

5
Weight
  • The weight of an object is the gravitational
    force exerted on it by Earth (or whatever
    planetary mass the object is on).
  • What is the mass of an object that weighs 500 N?


mg
F
w
N
F
500
w



kg
m
51
g
m
8
.
9
s
2
6
Other Examples
  • A book with a mass of 2 kg rests on a table.
    Find the magnitude of the force exerted by the
    table on the book.



F
mg
F
N
g
(
)
(
)



F
N
kg
F
20
8
.
9
2
m
N
g
2
s
Note This force is called the Normal force
because it acts perpendicular to the contact
surface of the object.
7
Other Examples
  • A can of paint with a mass of 6 kg hangs from a
    rope. If the can is to be pulled up to a rooftop
    with a constant velocity of 1 m/s, what must the
    tension in the rope be?



mg
F
F
g
T
)
(


m
8
.
9
N
kg
F
59
6
2
T
s
8
Friction
  • Friction is a contact force that is parallel to
    the contact surface and perpendicular to the
    normal force.
  • Static friction (Fs) occurs when a force tries
    unsuccessfully to set a body in motion.
  • Kinetic (sliding) friction (Fk) occurs when a
    force acts on a body in motion.
  • Generally Fs gtFk

9
Friction Equations
m

F
F
N
s
s
(max)
m

F
F
N
k
k
  • ? represents the coefficient of friction - a
    number that is related to the nature of the
    surfaces in contact with each other.
  • Fs has a range of values dependent on the
    magnitude of the horizontal force being applied.

10
Friction Problems
  • A crate of mass 20 kg is sliding across a wooden
    floor. ?k between the crate and the floor is
    0.3. Determine the strength of the force acting
    on the crate.



m
m
mg
F
F
If the crate is being pulled by a force of 90 N
(parallel to the floor), find the acceleration of
the crate.
k
N
k
k
)
(
)
(
)
(

F
3
.
0
N
kg
m
59
8
.
9
20

k
s2
11
Friction Problems
  • A crate of mass 100 kg rests on the floor. ?s is
    0.4. If a force of 250 N (parallel to the floor)
    is applied to the crate, what is the magnitude of
    Fs on the crate?



m
m
mg
F
F
s
N
s
s, max
(
)
(
)
(
)

N
kg
m
390
8
.
9
100

F
4
.
0
s, max
s
2
NOTE Remember that Fs represents a range of
values. In this case, the applied force of 250N
is less than the maximum Fs so the actual
magnitude of Fs is 250N.
12
Inclined Planes
  • When a mass sits on an inclined plane, its weight
    has two components normal and parallel to the
    plane.

m
Normal force
Weight
Parallel force
13
Tension
T1
T2
Fg 1
T2
Fg 2
14
Pulleys
  • Pulleys are devices that change the direction of
    the tension force in cords that slide over them.
  • In problems, we generally ignore the mass and
    friction associated with pulleys.

15
Pulleys
Step 2
Step 1
  • Fnet 1 m1g - T
  • Fnet 2 T m2g
  • m1g - T m1a
  • T - m2g m2a
  • a m1-m2 g T m1m2 g
  • m1 m2 m1 m2

m1
Step 3
m2
T
T
m2
m1
Step 4
m1g
m2g
16
Uniform Circular Motion
  • Describes an object that moves in a circle with a
    constant speed
  • An object accelerates without changing its speed.
  • The direction continuously changes as an object
    moves around a circle

17
Circular Motion
Uniform circular motion is a particle moving at
constant speed in a circle.
18
How do we describe the position of the particle?
The angle q is the angular position.
Again q is defined to be positive in the
counter-clock-wise direction.
Angles are usually measured in radians.
19
Circular Motion
Radians
For a full circle.
20
Circular Motion
Angular velocity
We will worry about the direction later.
Like one dimensional motion - will do. Positive
angular velocity is counter-clockwise.
21
Kinematical Equations
22
Centripetal acceleration
directed toward the center of curvature (center
of circle)
23
An objects natural path is a straight line,
therefore to pull an object out of its natural
path a net force was applied
Centripetal Force
This force could be any of our everyday forces
(weight, normal, tension, applied, or friction)
or a combination of those five.
It is the force or forces that maintain(s) the
circle
24
Centripetal force
25
Centripetal Force
v
Fc
?
26
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