Week 2 Flashcards
Inertia
maintaining a state of motion
force
any push or pull on an object
net force
the combination of all the forces that act on an object
mechanical equilibrium
when the net force is 0
friction
a resisting force
mass
quantity of matter in an object
weight
the force on an object due to gravity
momentum
inertia of motion (object resisting change to motion)
impulse
change in momentum due to force and time
I = F x t
work (w)
product of force (F) on an object and the distance (d) it is moved by the force
w = F x d
power (P)
quantity of work (w) done per unit time (t)
P = w / t
energy
ability to do work
mechanical energy
energy due to an object’s movement and relative position
potential energy
work (w) done on an object to put it in a new location relative to another location, the object stores that energy as ‘potential energy’
e.g stretching an elastic band
kinetic energy
energy received from the thing that made it be in motion, while in motion an object holds kinetic energy
e.g when two objects collide
center of mass
a point in the center of an object where its mass is concentrated.
center of gravity
the point in the center of an object’s mass where the force of gravity is considered to act.
stable equilibrium
the state of an object balanced so that any small displacement or rotation raises its center of gravity
Differentiate between Static and Dynamic Equilibrium
Static: the object is still
Dynamic: the object is steadily moving
Why is net force required for acceleration of an object?
A net force is required to move the object out of equilibrium
Relate the magnitude of acceleration to the net force on and mass of an object
F = m x A, therefore A = F/m
Differentiate between mass and weight
Mass is the amount of matter in an object, weight is the force of an object due to gravity
Newton’s First Law of Motion
An object at rest stays at rest and an object in motion stays in motion with the same speed and in the same direction unless acted upon by an unbalanced force.
Newton’s Second Law of Motion
The acceleration of an object as produced by a net force is directly proportional to the magnitude of the net force, in the same direction as the net force, and inversely proportional to the mass of the object.