newton’s laws of motion newton’s 1st law newton’s 2nd law and friction newton’s 3rd law and...

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Newton’s Laws of Newton’s Laws of Motion Motion Newton’s 1st Law Newton’s 2nd Law and F riction Newton’s 3rd Law and L aw of Universal Gravit ation

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Page 1: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

Newton’s Laws of MotionNewton’s Laws of Motion

Newton’s 1st LawNewton’s 2nd Law and FrictionNewton’s 3rd Law and Law of Universal Gravitation

Page 2: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

Newton’s 1st LawNewton’s 1st Law

Law of InertiaEverything in motion stays in motion,

and everything at rest stays at rest unless an outside force acts upon it.

Everything in motion and at rest has inertia.

Page 3: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

MassMass

Mass determines the amount of inertia possessed by an object.

Mass is the amount of matter in an object.

Page 4: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

Mass is NOT VolumeMass is NOT Volume

Volume is the amount of space an object takes up.

EXAMPLE:A pillow will have a volume

larger than a car battery but less mass.

Page 5: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

Mass is NOT weightMass is NOT weight

Weight is the force of gravity acting on a body

Objects in space will still have mass but will not have weight.

Metric Units: mass - kilogramweight - Newton

Page 6: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

On the surface of the earth, mass and weight are proportional.

1 kg = 9.8 Newtons

Page 7: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

Calculating the weight of an Calculating the weight of an objectobject

Since weight depends on the mass of an object AND the gravitational pull of the earth, we can say that

Weight = mass x gravityOr

Weight = mg

Page 8: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

The weight of an object is measured in Newtons.

Because weight depends on gravity, it is also a force.

Page 9: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

What is the weight of a 500 What is the weight of a 500 gram rock?gram rock?

1. Convert to standard units500 grams = .5 kg

2. Remember the constant for gravity is 9.8 m/s2.

Page 10: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

3. Plug into the equation and solve.

Weight = mgWeight = (.5 kg)(9.8 m/s2)Weight = 4.9 N (Newtons)

Page 11: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

QuestionsQuestions

1. Your empty hand is not harmed if it bangs against the wall, but it is harmed if you are carrying a heavy load. Why?

2. Does a person diet to lose mass or to lose weight?3. Can the force of gravity on a 1 kg mass ever be greater

than on a 2 kg mass? Explain how.4. A car at a junk yard is compressed until its volume is

less than 1 cubic meter. Has its mass changed? Has its weight changed? Has its volume changed? Explain.

5. If you jump up in a bus that is moving at a constant velocity, will you land farther back in the bus? Explain.

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Page 12: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

AnswersAnswers

1. Your empty hand has little inertia therefore it cannot exert a very large force on the wall (F=mg).

When you’re holding a heavy weight your hand’s inertia is increased by the mass of the weight.

Page 13: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

2. You lose weight as a result of losing mass. You lose fat which has mass and if in a gravity field also has weight.

Page 14: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

3. The pull of gravity or weight depends on “g”. If g is small enough (say on the moon), a 1 kg mass on Earth (9.8N) will weigh more than a 2 kg mass on the moon (3.2N).

Page 15: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

3. ContinuedF=mg for the moon would be

(2kg)(1.6m/s2) which = 3.2N

Page 16: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

4. Mass is the same, same amount of stuff-mass is a measure of the amount of stuff or inertia an object has.

Weight is the same since same amount of mass and same force of gravity.

Page 17: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

4. Continued Volume is different since

the car is taking up less space.

Page 18: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

5. NO. You and the bus are moving together at a constant speed. You will appear to move straight up and down to an observer in the bus, but will appear to move in a curved projectile path to an observer on the ground.

Page 19: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

Newtons 2nd Law of Newtons 2nd Law of MotionMotion

Law of AccelerationWhat causes an object to

accelerate?-or change its state of motion?

NET FORCE

Page 20: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

What is a Net Force?What is a Net Force?

A net force is the combination of all forces acting on an object

Applied Forces Net Force5 N

10 N

15 N

10 N5 N5 N

Page 21: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

EquilibriumEquilibrium

Applied Forces Net Force

5 N 5 N0 N

If the net force is zero, the motion of the object will not change.

Page 22: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

This is a condition called EQUILIBRIUM.

If an object is in equilibrium, we have to go back to the Law of Inertia.

Page 23: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

AccelerationAcceleration

Acceleration is directly related to the net force.

Acceleration ~ Net Force

The larger the net force is acting on an object, the greater the acceleration of the object.

Page 24: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

AccelerationAcceleration

Acceleration is inversely proportional to the mass of an object

Acceleration ~

Try to push a 250 pound crate. Now try to push a 25 pound crate. Which could you move faster?

11

massmass

Page 25: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

Newton’s 2nd Law of Newton’s 2nd Law of MotionMotion

The acceleration of an object is directly proportional to the net force acting on it, is in the same direction as the net force, and inversely proportional to the mass of the object.

a = F

m

OR F = ma

Page 26: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

F

m a

Page 27: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

FrictionFriction

Friction is a force that affects motion by slowing an object down.

It is always opposite to the direction of motion and affects how much an object can accelerate.

Page 28: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

Friction is present because of irregularities in the surfaces of objects that are in contact with one another.

Fluids like water and air also exert a friction force on a moving object.

Page 29: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

FrictionFriction

Direction of motion

FRICTION BETWEEN TIRES AND ROAD

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Page 30: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

Newton’s 3rd Law of Newton’s 3rd Law of MotionMotion

Action / Reaction Law of Interaction

Newton realized that force is not a thing in itself, but part of an interaction between one thing and another.

Page 31: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

Forces always occur in Forces always occur in pairspairs

One force is called the action force and the other the reaction force.

Action: Object A exerts a force on Object B.

Page 32: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

Reaction: Object B exerts an equal and opposite force on Object A.

Page 33: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

Newton’s 3rd LawNewton’s 3rd Law

For each action force, there is an equal and opposite reaction force.

Whenever one object exerts a force on a second object, the second object exerts anequal and opposite force on the first object.

Page 34: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

Action / Reaction ForcesAction / Reaction Forces

Action: Tire pushes road

Reaction: Road pushes tire

Action: Rocket pushes gas

Reaction: Gas pushes rocket

Action: Earth pulls ball

Reaction: Ball pulls Earth

Page 35: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

Action / Reaction ForcesAction / Reaction Forces

Consider the apple at rest on the table. If we call the gravitational force exerted on the apple action, what is the reaction force? Are there any other action/reaction forces present?

Page 36: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

Action / Reaction ForcesAction / Reaction Forces

If a cement truck and a car have a head-on collision, which vehicle will experience the greater impact force?

A. The cement truck

B. The car

C. Both the same

D. ….it depends on other factors

Page 37: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

Newton’s Law of Universal Newton’s Law of Universal GravitationGravitation

Every object in the universe is physically attracted to every other object.

Examples: Earth and SunEarth and MoonYou and the earth

Page 38: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

Newton’s Law of Universal Newton’s Law of Universal GravitationGravitation

The amount of gravitational pull between two objects depends upon two things:

• The amount of mass each body has

• How far apart the two bodies are from

each other

Page 39: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

Newton’s Law of Universal Newton’s Law of Universal GravitationGravitation

Gm1m2

d2F =

Where:

F = Force of gravitational pull between the two objects

m1 and m2 are the masses of the two bodies

d is the distance between their centers of mass

G is the universal gravitational constant (6.67 x 10-11 Nm2/kg2)

Page 40: Newton’s Laws of Motion Newton’s 1st Law Newton’s 2nd Law and Friction Newton’s 3rd Law and Law of Universal Gravitation

Can you attract another person Can you attract another person gravitationally?gravitationally?

A 50-kg person and a 75-kg person are sitting on a bench .5 m apart. Calculate the gravitational force each exerts on the other.

Which is so small, it is unnoticed except with very delicate instruments.

NxF

kgkgx

d

mmGF

6

211

221

100.1

5.

)75)(50()1067.6(

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