Physics Unit 2 - Dynamics Flashcards

1
Q

rolling friction

A

occurs when a round object rolls across a surface

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2
Q

kinetic friction

A

sliding friction

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3
Q

normal force

A

exerted by one object on another perpendicular to their common surface of contact

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4
Q

static friction

A

force parallel to two surfaces; occurs when they are not sliding

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5
Q

Newton’s 1st Law of Motion

A

(law of inertia)- if the net force on an object = 0, the object at rest remains at rest; an object in motion remains in motion in a straight line w/ constant velocity

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6
Q

Newton’s 2nd Law of Motion

A

the acceleration of an object is directly proportional to the net force acting on it, and inversely proportional to its mass:
net force = mass*acceleration

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7
Q

Newton’s 3rd Law of Motion

A

Whenever an object exerts a force on a second object, the second object always exerts a force on the first object which is equal in magnitude but opposite in direction

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8
Q

formula for coefficient of friction

A

mu = force of friction/normal force (μ = Ff/FN)

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9
Q

formula for force of friction

A

coefficient of friction times normal force (Ff = μFN)

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10
Q

what is mass?

A

the measure of inertia on an object

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11
Q

what are the two components of gravity?

A

perpendicular force and parallel force

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12
Q

inertia

A

tendency of objects to maintain their state of motion

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13
Q

acceleration is directly proportional to

A

net force (2nd law)

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14
Q

acceleration is inversely proportional to

A

mass (2nd law)

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15
Q

equilibrium

A

when a=0 (a of 1st law)

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16
Q

formula for force doing the work when it’s applied at an angle

A

Fx=Fcos(theta)
where Fx is the force doing to work and
F is the applied force

17
Q

formula for parallel force

A

Fgsin(theta)

18
Q

formula for perpendicular force

A

Fgcos(theta)

19
Q

how does net force relate to parallel and perpendicular force?

A

Net Force = Parallel Force-Perpendicular Force (or force of friction)

20
Q

formula for normal force

A

mgcos(theta)

21
Q

acceleration at an angle

A

ax=gsin(theta)-mukgcos(theta)