Dynamics and Relativity 2 Flashcards

1
Q

work

A

F.s=|F||s|cos theta

i.e work is a scalar

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2
Q

work total

A

sum of all segments

w= ∫F.ds

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3
Q

Hooke’s Law

A

Fx=-kx

-ve shows F direction opposite to extension direction

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4
Q

power

A

dw/dt

w= ∫T/0 P dt

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5
Q

if power constant

A

P=wt

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6
Q

P=dw/dt=..

A

d/dt(F.s)=F.v

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7
Q

conservation of energy W=Fs=…

A

mg(y-y0)

U=mgy

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8
Q

work done is stored as

A

potential energy

ΔU+Δk=0

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9
Q

since ΔU=mg(y-y0), ΔK=

A

-mg(y-y0)

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10
Q

elastic potential energy

A

U=1/2kx^2

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11
Q

Wspring=

A

U1-U2

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12
Q

work done is…

A

independent of path taken

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13
Q

to get gravitational potential,

A

integrate force

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14
Q

force is rate of change of

A

momentum

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15
Q

impulse

A

J=FΔt (units Ns)

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16
Q

conservation of linear momentum

A

total momentum before a collision is equal to the total momentum after a collision in the absence of external forces

17
Q

elastic collision

A

total mechanical energy conserved

18
Q

inelastic collision

A

total mechanical energy not conserved

19
Q

angular momentum cross products

A

L=rxp=rxmv (r is position vector ie origin to particle)

20
Q

|rxp| =

A

rpsintheta

21
Q

angular momentum is perpendicular to

A

both r and p

22
Q

torque cross product

23
Q

torque

A

rate of change of angular momentum

24
Q

if fixed radius,

A

v=wr so k=1/2mw^2r^2

25
moment of intertia
sum of mr^2 k=1/2Iw^2
26
special relativity postulates
1.laws of physics same in all reference frames 2. c constant
27
inertial
not accelerating
28
c constant proved by
Michelson-Morely experiment, no interference between light rays so same speed
29
length contraction only occurs
along direction of motion
30
relativistic momentum
use relativistic mass p=gamma mv
31
relativistic energy
E=mrelc^2 E=gamma mc^2
32
how photons have energy without mass
combining relativistic momentum and energy gives E^2=m^2c^4+p^2c^2