Forces - Physics - Lecture Slides, Slides of Physics

In these Physics Lecture Slides, following major aspects of physics have been discussed : Forces, Motion, Weight, Free Fall, Force, Motion, Normal Force, Tension, Terminal Velocity, Air Resistance

Typology: Slides

2012/2013

Uploaded on 07/24/2013

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Forces
Newton’s Laws
of Motion
Weight
Free fall
Force and motion
problems in 1-D
Normal force
Tension
Free body diagrams
Atwood device
Static and kinetic friction
Coefficients of friction
Air resistance
Terminal velocity
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Forces

  • Newton’s Laws of Motion
  • Weight
  • Free fall
  • Force and motion problems in 1-D
  • Normal force
  • Tension
    • Free body diagrams
    • Atwood device
    • Static and kinetic friction
    • Coefficients of friction
    • Air resistance
    • Terminal velocity

Examples of Forces

  • A force is just a push or pull. Examples:
    • an object’s weight
    • tension in a rope
    • a left hook to the schnozola
    • friction
    • attraction between an electron and proton
  • Bodies don’t have to be in contact to

exert forces on each other, e.g., gravity.

Newton’s Laws of Motion

  1. Inertia: ―An object in motion tends

to stay in motion. An object at rest tends to stay at rest.‖

  1. F net = m a
  2. Action – Reaction: ―For every

action there is an equal but opposite reaction.‖

1 st^ Law: Inertia

  • A moving body will continue moving

in the same direction with the same speed until some net force acts on it.

  • A body at rest will remain at rest

unless a net force acts on it.

  • Summing it up: It takes a net force

to change a body’s velocity.

“An object in motion tends to stay in motion; an object at rest tends to stay at rest.”

Inertia Example 2

If you’re driving at 65 mph and have an

accident, your car may come to a stop in

an instant, while your body is still moving

at 65 mph. Without a seatbelt, your inertia

could carry you through the windshield.

2

nd Law: F net = m a

  • The acceleration an object undergoes is directly proportion to the net force acting on it.
  • Mass is the constant of proportionality.
  • For a given mass, if F net doubles, triples, etc.

in size, so does a.

  • For a given F net if m doubles, a is cut in half.
  • F net and a are vectors; m is a scalar.
  • F net and a always point in the same direction.
  • The 1st^ law is really a special case of the 2nd law (if net force is zero, so is acceleration).

Net Force & the 2nd^ Law

For a while, we’ll only deal with forces that are horizontal or vertical.

When forces act in the same line, we can just add or subtract their magnitudes to find the net force.

2 kg

15 N 32 N

F net = 27 N to the right

a = 13.5 m/s^2

10 N

Units

F net = m a

1 N = 1 kg m/s^2

The SI unit of force is the Newton.

A Newton is about a quarter pound.

1 lb = 4.45 N

Slope

F

a

Since slope = rise / run = F / a , the slope is

equal to the mass. Or, think of y = m x + b ,

like in algebra class. y corresponds to force,

m to mass, x to acceleration, and b (the

y -intercept) is zero.

F

a

W = mg

  • Weight = mass acceleration due to gravity.
  • This follows directly from F = m a.
  • Weight is the force of gravity on a body.
  • Near the surface of the Earth,

g = 9.8 m/s^2.

Action - Reaction

  • If you hit a tennis ball with a racquet,

the force on the ball due to the racquet

is the same as the force on the racquet

due to the ball, except in the opposite

direction.

  • If you drop an apple, the Earth pulls on

the apple just as hard as the apple pulls

on the Earth.

  • If you fire a rifle, the bullet pushes the

rifle backwards just as hard as the rifle

pushes the bullet forwards.

“For every action there’s an equal but opposite reaction.”

Earth / Apple How could the forces on the tennis ball, apple, and bullet, be the same as on the racquet, Earth, and rifle? The 3rd^ Law says they must be, the effects are different because of the 2nd^ Law!

Earth

apple 3.92 N

3.92 N

0.40 kg

5.98 1024 kg

A 0.40 kg apple weighs 3.92 N ( W = mg ). The apple’s weight is Earth’s force on it. The apple pulls back just as hard. So, the same force acts on both bodies. Since their masses are different, so are their accelerations (2nd^ Law). The Earth’s mass is so big, it’s acceleration is negligible.Docsity.com

Lost in Space

Suppose an International Space Station astronaut is on a spacewalk when her tether snaps. Drifting away from the safety of the station, what might she do to make it back?

Swimming

Due to the 3rd^ Law, when you swim you push the water (blue), and it pushes you back just as hard (red) in the forward direction. The water around your body also produces a drag force (green) on you, pushing you in the backward direction. If the green and red cancel out, you don’t accelerate (2nd^ Law) and maintain a constant velocity.

Note: The blue vector is a force on the water, not the on swimmer! Only the green and red vectors act on the swimmer.Docsity.com