chapter 11 newton’s laws of motion. chapter 10 breakdown position position motion motion speed...
TRANSCRIPT
Chapter 11
Newton’s Laws of Motion
Chapter 10 breakdown
Position Motion Speed Velocity Vector Acceleration
11.1: Forces change motion
Force: A push or pull Anytime you are changing the motion of an
object you are using a force Force is a vector
Has both size and direction Three types of forces:
Contact force Gravity Friction
Contact force: Force created when one object pushes or
pulls another object by touching it The first object is applying a contact force
Gravity: The force of attraction between two
masses Strength of the force depends on their
masses Larger the mass = larger force
Friction: A force that resists motion between two
surfaces that are pressed together
Balanced and Unbalanced Forces
Net force: The overall force acting on an object
when all the forces are combined If the net force is zero – the forces
are balanced Balanced forces have the same effect as
no force at all Only an unbalanced force can
change the motion of an object
An object with forces acting upon it can move at a constant velocity as long as the forces are balanced. Balanced forces cannot change an
object’s speed or its direction.
Newton’s First Law of Motion
Objects at rest remain at rest and objects in motion remain in motion with the same velocity, unless acted upon by an unbalanced force. The “motion” part of the Law will hold
true in environments with no friction. The “rest” part of the Law will hold true
in any environment. AKA: Law of Inertia
Inertia
Inertia: The resistance of an object to a change
in the speed or the direction of its motion
Related to mass: When you measure the mass of an object
you are also measuring the inertia of the object
11.2: Force and mass determine acceleration
If you want to give two objects with different masses the same acceleration you must apply different forces to them.
Newton’s Second Law of Motion: The acceleration of an object increases
with increased force and decreases with massM =
AF = A
Newton’s Second Law contiued
• F = ma• Mathematical formula of the 2nd law• Standard units: – force = newton (N)–mass = kilograms (kg)– acceleration = meters per second per
second (m/s2)• a N is the amount of force needed to
accelerate one kg of mass one m/s2 – 1N = 1kg m/s2
You can rearrange the formula to find acceleration or mass: Acceleration = force divided by mass a = F ÷ m
Mass = force divided by acceleration m = F ÷ a
Force can make an object change direction You can change the direction of an
object without changing its speed
Centripetal Force
Centripetal force: Any force that keeps an object moving
in a circle The force ALWAYS points toward the
center of the circle No matter the mass of the object, if it moves
in a circle, its force and acceleration are directed toward the center of the circle.
11.3: Force acts in pairs
Newton’s Third Law of Motion: Every time one object exerts a force on
another object, the second object exerts a force that is equal in size and opposite in direction back at the first force
For every action there is an equal but opposite reaction
Think about a balloon….what happens when you blow up a balloon and then release it?
Action and reaction pairs
Action / reaction force pair: Force exerted upon one object and the
force that the objects exerts back One force is the “action” force One force is the “reaction” force
Action and reaction forces do not always result in motion If you press against the wall, the wall
resists the push with the same amount of force
Action & reaction forces vs. balanced forces
Action & reaction forces act on different objects: If you pull a backpack across the floor, you
can feel the backpack pull on you with an equal force
One force is acting on you, the other on the backpack
Balanced forces act upon a single object If you and your friend both pull on the
backpack in opposite directions with equal forces, the backpack doesn’t move-both forces are exerted on the backpack
You can use Newton’s 3 laws to describe and predict motion: You can describe why something moves
in the way that it does You can predict how an object’s motion
will change by knowing the force applied
Newton’s 3 laws are not independent of one another – they are used together to explain the motion of objects
11.4: Forces transfer momentum
Momentum (p): The measure of mass in motion Product of its mass and velocity (product
means what in math?) Similar to inertia in regard to mass (the
more mass the more momentum and inertia) BUT momentum also depends on how fast the object is moving
momentum = mass times velocity p = mv
Standard units of measure: mass = kg velocity = m/s momentum = kilogram-meter per
second
Momentum is a vector has both size and direction (from the
velocity)
kg m/s
Transfer of momentum Collision:
a situation in which two objects in close contact exchange energy and momentum
Generally action / reaction forces The object with the greater mass
will have the greater change in velocity
During a collision between two objects, each object exerts a force on the other
Conservation of momentum
Conservation of momentum: the total momentum of a system of objects
does not change as long as no outside forces are acting on the system
System: a collection of objects that affect one another the colliding objects make up a system as they collide they both change velocity and
momentum total momentum of the system remains
unchanged as momentum is transferred not lost
Finding total momentum
objects moving in the same direction: add the momenta of the objects
objects moving in opposite directions: subtract one momentum from the other