Class Two Flashcards
what is the center of mass
point at which the mass of an object is concentrated
when is an object considered moving in a uniform circular motion
when it is moving in a circular path in a constant speed
in uniform circular motion, is the velocity constant?
no
the acceleration of an object undergoing circular motion always..
points toward the center of the circle
what does centripetal mean
seeking the center - describes acceleration in UCM
v and a relationship - UCM
velocity is tangent & acceleration points towards the center of the circle → perpendicular
magnitude of centripetal acceleration
ac = v2 / r
Fnet and acceleration always..
point in the same direction
what is centripetal force
net force directed toward the center that acts on an object to make it execute UCM
Fc = mac =
mv2 / r
what is torque
measure of a force’s effectiveness at making an object spin or rotate - accelerate rotationally
what is the pivot point
point that does not move while the remainder of the object is rotation
what is the radius vector
vector between the center of rotation and the point of application of the force
the amount of torque a force provides depends on.. (3)
magnitude of F
length of r
angle ∅
torque formula
unit for torque
Newton x meter
forces with no torque cannot..
increase or decreases the rotational speed of an object
which is negative? counterclockwise or clockwise?
negative: clockwise
positive: coutnerclockwise
lever arm method of calculating torque
measure the shortest distance from the pivot to the line along which F is applied
lever arm torque formula
torque = ∫ F
if a force acts at the pivot or along a line through the pivot..
the torque is zero
what does equilibrium mean in physics
zero acceleration (constant velocity)
when is a system in static equilibrium
when velocity = 0
when is a system in translational equilibrium
if the forces cancel (Fnet = 0) → translational acceleration = 0
when is a system in rotational equilibrium
if the torques cancel (tnet = 0) → rotational acceleration = 0
what measures an object’s inertia
mass → determines its resistance to accelerate
the larger the mass, the ___ the inertia
higher
what acts as translational inertia
mass
what is necessary to produce rotational acceleration
torque
what is necessary to produce translational acceleration
force
the further away the mass is from the axis of rotation..
the greater the rotational inertia will be
what determines rotational inertia
the distribution of an object’s mass relative to the axis of rotation
torque is maximized when..
sin90 = 1
(F and r are perpendicular)
in static equilibrium, the net torque is _ and the net force is _
zero and zero
formula for work
W = Fd
work by a constant force formula
W = Fdcos∅
∅ = angle between F and d
what is power
measures how fast work gets done
power formula
work / time
what is kinetic energy
energy due to motion
total work down on an object =
change in its kinetic energy
what is potential energy
energy an object has by virtue of its position
3 types of potential energy
gravitational, electrical & elastic
change in gravitational potential energy: + mgh if..
the height of m is increased by h
change in gravitational potential energy: - mgh if..
the height of m is decreased by h
work done by gravity: path it follows
the work done by gravity depends only on the initial and final heights of the object, not on the path the objet follows
what is a conservative force
only depends on the initial and final positions - not the path taken
what force is a conservative force
gravity
what is total mechanical energy
sum of an object’s kinetic + potential energy
conversation of total mechanical energy
if the forces acting on an object are conservative, then the object’s total mechanism energy will remain the same throughout motion
examples of simple machines
inclined planes, pulleys, levers etc.
mechanical advantage
effort/applied force to be decreased
mechanical advantage formula
resistance force / effort force
efficiency formula
W output / energy input
momentum formula
p = mv
mass x velocity
impulse momentum theorem formula
j = delta p (momentum)
law of conservation of momentum
delta p sustem = 0
aka total p initial = total p final
two types of collisions
elastic and inelastic
when is a collision elastic
when the total kinetic energy is conserved (alongside momentum)
when is a collision inelastic
when the total kinetic energy is not conserved
what is a perfectly inelastic collision
when the objects stick together afterwards
angular momentum formula
L = lmv = Iw