exam 3 Flashcards

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1
Q

when position is at positive amplitude

A

velocity is zero and acceleration is negative

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2
Q

when position is at negative amplitude

A

velocity is zero and acceleration is positive

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3
Q

when a spring is stretched, what is the force equation

A

F = -kx

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4
Q

what is a simple pendulum

A

physical pendulum with mass at the end

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5
Q

what is one total oscillation

A

when a spring bounces down and back up

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6
Q

where is the amplitude on a sinusoidal graph

A

the highest point

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7
Q

what is simple harmonic motion

A

motion driven by a spring oscillating back and forth

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8
Q

what is x in simple harmonic motion

A

displacement from equilibrium

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9
Q

why is the spring constant k negative

A

the spring exerts a force to try and pull it back to equilibrium

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10
Q

where is the equilibrium point of a spring without mass

A

x = 0

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11
Q

where is the equilibrium point of a spring with a mass

A

x = -mg/k

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12
Q

what is the force that is exerted in the opposite direction of mg for a spring

A

-kx

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13
Q

what is the relationship between the sinusoidal position graph and acceleration graph

A

opposites/flipped upside down

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14
Q

when position is at zero

A

velocity is at maximum and acceleration is zero

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15
Q

where is the point particle/center of mass on a simple pendulum

A

at the end, opposite end of rotational axis

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16
Q

how does beta B affect the speed of the object

A

smaller beta B means the object will roll faster

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17
Q

what is c

A

ratio of KErot to KEtrans

18
Q

what does the smallest c ratio mean

A

minimizing rotational motion and maximizing translational motion

19
Q

what is the agent of change in linear motion

A

force F

20
Q

what is the agent of change in angular motion

A

Torque T

21
Q

when can we model an object as a point particle

A

when the object is far away from the axis of rotation, relative to its size

22
Q

what is the rotational motion for an object with n to infinity particle

A

in a circular path with a radius r from the axis of rotation

23
Q

what is rotational inertia

A

moment of inertia

24
Q

which angular motions are instantaneous and why

A

angular velocity and angular acceleration because they are found by taking derivatives

25
Q

when is the net torque zero

A

angle is 180 or forces are antiparallel

26
Q

what does torque change

A

angular momentum

27
Q

how can a figure skater change her rotational inertia

A

rearranging her body

28
Q

what is a rigid body

A

an object that maintains the same shape, but can rotate

29
Q

how do we determine rotation axis

A

the centers of all of the circles that the points on the rigid object rotate about

30
Q

where is r measured

A

from the axis of rotation to the force

31
Q

when is momentum conserved

A

the external net forces equal zero and mass is constant

32
Q

what is the equation for thrust

A

Thrust = ma

33
Q

elastic collisions

A

objects are the same before and after, they spring/snap back to what they looked like

34
Q

inelastic collisions

A

objects are different before and after, change shape/deform and make a noise

35
Q

perfectly inelastic

A

objects stick together or one objects splits apart

36
Q

what must happen for collision system’s momentum to be conserved

A

the sum of the external forces must equal zero

37
Q

what is newton’s third law of motion

A

for every reaction there is an equal and opposite reaction, forces cancel

38
Q

why don’t the internal forces the two objects exert on each other contribute to a non-zero net force

A

newton’s third law says that for every force there is an equal and opposite force

39
Q

what type of collision is kinetic energy conserved

A

elastic

40
Q
A