chapter 3 forces & newton’s laws

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Chapter 3 Forces & Newton’s Laws

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Chapter 3 Forces & Newton’s Laws. Forces. Force —a push or pull that one body exerts on another Forces can be shown as vectors Vector –an arrow showing the direction and amount of force. The longer the arrow, the larger the force. Forces cont’d. - PowerPoint PPT Presentation

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Page 1: Chapter 3 Forces & Newton’s Laws

Chapter 3Forces & Newton’s

Laws

Page 3: Chapter 3 Forces & Newton’s Laws

Forces cont’d Net Force—when 2 or

more forces act on an object at the same time

Balanced Forces—multiple forces that are equal in size and opposite in direction.–An object will remain

still

Page 4: Chapter 3 Forces & Newton’s Laws

Forces cont’d Unbalanced Forces—when the

size and direction of multiple forces acting on an object are unequal.–cause objects to move.

Page 5: Chapter 3 Forces & Newton’s Laws

Balanced & Unbalanced Forces

Page 6: Chapter 3 Forces & Newton’s Laws

Inertia Inertia—the tendency of an object

to resist a change in its motion–The velocity of an object only changes

if a force changes it.

The inertia of an object is related to mass– The greater the mass, the greater its

inertia.

Page 7: Chapter 3 Forces & Newton’s Laws

Newton’s 1st Law of Motion Newton’s 1st Law: The Law of

Inertia–An object at rest stays at rest and an

object in motion stays in motion with the same speed and direction unless acted on by an unbalanced force.

Page 8: Chapter 3 Forces & Newton’s Laws

Newton’s 1st Law of Motion

Page 9: Chapter 3 Forces & Newton’s Laws

Shooting Objects at RestThe object’s inertia causes it to remain still

even when a bullet passes through it.

Page 10: Chapter 3 Forces & Newton’s Laws

Punkin Chunkin: Inertia II

Punkin Chunkin: Inertia

Page 11: Chapter 3 Forces & Newton’s Laws
Page 12: Chapter 3 Forces & Newton’s Laws

Friction Friction: A force that opposes motion

between two surfaces that are touching each other

The amount of friction is dependent upon– Type of Surfaces– Amount of force pressing the surfaces together

Page 13: Chapter 3 Forces & Newton’s Laws

Types of Friction Static Friction

– Friction between two objects that are NOT moving.

Sliding Friction– Friction between two surfaces moving past

each other. Rolling Friction

– Friction between a rolling object & the surface it is rolling on.

Fluid Friction – Friction between an object and a gas (like air)

or liquid (like water)

Page 14: Chapter 3 Forces & Newton’s Laws

Air Resistance Air Resistance: Collisions of an object's leading

surface with air molecules. Dependent upon a variety of factors, most

importantly– the speed of the object

Increased speeds = increased air resistance. – the cross-sectional area of the object

The more spread out, the more air resistance

Page 15: Chapter 3 Forces & Newton’s Laws

Newton’s Second Law Newton’s 2nd Law: The acceleration of an object is

dependent upon the force acting upon the object and the mass of the object.

Newton’s Second Law as an equation: F = m × a    F = force (N)  m = mass (kg)    a = acceleration (m/s/s or m/s2)

Page 16: Chapter 3 Forces & Newton’s Laws

Force Unit The SI unit for force is the Newton (N) The Newton is a combined unit Since F=ma, the unit for force

combines the mass unit (kg) with the acceleration unit (m/s2) N = kg•m/s2

Page 17: Chapter 3 Forces & Newton’s Laws
Page 18: Chapter 3 Forces & Newton’s Laws

Gravity Universal law of Gravity:

– Any 2 objects will exert an attractive force on each other

– The size of the force is dependant on 2 things Mass of both objects Distance between the objects

– The range of gravity never disappears Therefore it is not possible for an

object with mass to be weightless.

http://www.youtube.com/watch?v=p_o4aY7xkXg

Page 19: Chapter 3 Forces & Newton’s Laws

Weight vs. Mass Weight: Force of gravity pulling you

toward the earth (or moon or other object)– F = ma becomes W = mg – Weight = mass × gravitational acceleration

g on Earth is 9.8m/s2

– SI Unit for Weight = Newton (N)– Weight can change with a change in

location.

Page 20: Chapter 3 Forces & Newton’s Laws

Mass: A measure of how much matter an object has.–All objects have mass because they have

inertia

–SI Unit for Mass = Kilograms (kg) Pounds is a unit of mass NOT weight.

Page 21: Chapter 3 Forces & Newton’s Laws
Page 22: Chapter 3 Forces & Newton’s Laws

Centripetal Force Centripetal Force: The force exerted toward

the center of a curved path. The smaller the radius, the larger the

centripetal force– The radius could be the length of rope or distance

between 2 objects– A tighter turn has more force

Video: Roller coaster Loops 4 min 40

Page 23: Chapter 3 Forces & Newton’s Laws

Gravity & Centripetal Force Earth’s gravity exerts

a centripetal force on the Moon that keeps it in a nearly circular orbit.

Real World/space station & centripetal force7 min 50 sec

Page 24: Chapter 3 Forces & Newton’s Laws
Page 25: Chapter 3 Forces & Newton’s Laws

Falling Objects on Earth Near Earth’s surface acceleration

due to gravity is 9.8 m/s2

Video: If 2 objects with different masses are dropped from the same height, which would hit the ground first? 3 min

Without air resistance, all objects hit the ground at the same time, mass has no effect.

http://www.youtube.com/watch?v=aRhkQTQxm4w&feature=plcp

dropping objects on the moon 3 3 min

Page 26: Chapter 3 Forces & Newton’s Laws

Projectile Motion Projectile—Anything dropped, thrown, or shot

through the air Because of gravity and inertia, projectiles moving

horizontally have a curved path.

Juggling & Projectile Motion 2minmin

Mythbusters Bullet Fired and Dropped3 min

An object shot horizontally & one dropped from the same height at the same time, will hit the ground at the same time.

Page 27: Chapter 3 Forces & Newton’s Laws

Monkey and the Zookeeper The zookeeper must shoot the

banana from the banana cannon to the monkey who hangs from the limb of a tree.

This particular monkey has a habit of dropping from the tree the moment that the banana leaves the muzzle of the cannon.

The zookeeper is faced with the dilemma of where to aim the banana cannon in order to hit the monkey.

If the monkey lets go of the tree the moment that the banana is fired, then where should she aim the banana cannon?

Page 28: Chapter 3 Forces & Newton’s Laws

Monkey and the ZookeeperWhere should the zookeeper aim?Taking Gravity into effect The zookeeper aims above the monkeyDoes the speed of the banana change the effect?The zookeeper aims at the monkey and shoots the banana very fast The zookeeper aims at the monkey, yet shoots the banana very slow. ZOO in SPACEIn a low gravity environment, where should the zookeeper shoot the banana?

Page 29: Chapter 3 Forces & Newton’s Laws
Page 31: Chapter 3 Forces & Newton’s Laws

“Equal & Opposite” In Newton’s 3rd Law,

“equal” means: Equal in size Equal in time.

– occur at EXACTLY the same time.

In Newton’s 3rd Law, “opposite” means:

Opposite in direction– forces are EXACTLY

180o apart in direction. Only forces that act on the same object

can cancel. Newton’s 3rd Law action and reaction forces

act on different objects, so they DON’T cancel.

Page 32: Chapter 3 Forces & Newton’s Laws

Writing Action Reaction Statements–ACTION

Bowling ball hits the pin to the left.

–REACTION

Pin hits the bowling ball to the righthttp://www.bing.com/videos/search?q=Newton%27s+Third+Law+action+reaction+pairs&qs=n&form=QBVR&pq=newton%27s+third+law+action+reaction+pairs&sc=0-36&sp=-1&sk=#

view=detail&mid=39D60801DFB54A5957D539D60801DFB54A5957D5

Bozeman science 3rd law 6 minutes

Also: find 3rd law action reaction pairs: how to write

Page 33: Chapter 3 Forces & Newton’s Laws
Page 34: Chapter 3 Forces & Newton’s Laws

Momentum: A property of how much force is required to change

the object’s motion – The object’s mass times its velocity– SI UNIT for momentum = Kg m/s

p = m×v• p = momentum (kg m/s)• m = mass (kg)• v = velocity (m/s)

If an object has no velocity, it has no momentum.

Page 35: Chapter 3 Forces & Newton’s Laws

Law of Conservation of Momentum Momentum may be

transferred to another object

The total momentum before a collision is equal to the total momentum after the collision

m1v1 = m2v2

Page 36: Chapter 3 Forces & Newton’s Laws

Types of Collisions Elastic collisions

– the total kinetic energy (motion) before the collision is equal to the total kinetic energy (motion) after the collision.

– Usually the objects bounce off of each other.

Page 37: Chapter 3 Forces & Newton’s Laws

Inelastic collisions– the total kinetic energy before the collision is NOT

equal to the total kinetic energy after the collision.– Usually the objects stick together

Page 38: Chapter 3 Forces & Newton’s Laws

The Truck and The Ball A pickup truck is moving with a constant speed. In the course of its motion, a ball is projected straight

upwards by a launcher located in the bed of the truck. Assume the ball does not encounter a significant amount

of air resistance. What will be the path of the ball and where will it be

located with respect to the pickup truck?

Page 39: Chapter 3 Forces & Newton’s Laws

Many would insist that there is a horizontal force acting upon the ball since it has a horizontal motion.

Yet this is simply not the case. The horizontal motion of the ball is the result of its own inertia.

When projected from the truck, the ball already possessed a horizontal motion, and thus will maintain this state of horizontal motion unless acted upon by a horizontal force.

An object in motion will continue in motion with the same speed and in the same direction ... (Newton's first law).