MODULE 7 IQ 4 Flashcards

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1
Q

what is a frame of reference

A
  • a set of coordinate axes and a dimension of time, and we use these sets/dimensions to make observations from our point of view
  • if frame of reference is not accelerating, it is known as an inertial frame of reference
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2
Q

inertial frames of reference (IFOR)

A
  • not accelerating
  • in these frames, newton’s laws of motion hold
  • observers in inertial frames can make predictions about motion of objects with relative ease
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3
Q

galilean relativity

A
  • describes how the laws of mechanics are the same in all inertial frames of reference
  • if you’re in a closed room moving at a constant velocity, you cannot perform any experiment to determine that you’re moving
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4
Q

special theory of relativity

A
  • the laws of physics are the same for all observers in inertial frames of reference, regardless of their relative motion
  • leads to time dilation, length contraction and the equivalence of mass and energy ( E = mc^2)
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5
Q

einstein’s postulates

A
  1. the speed of light in a vacuum remains constant in all inertial frames of reference
  2. the laws of physics are invariable in all inertial frames of reference
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6
Q

implications of einstein’s 1st postulate

A
  • light is invariant at 1/√ε(0)μ(0) for ALL frames of reference
  • relative velocity between the light source and the observe does not alter the measure velocity of light
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7
Q

implications of einstein’s 2nd postulate

A
  • experiments conducted within inertial frames will yield consistent results
  • it is not possible to determine experimentally whether an inertial frame is stationary or in motion
  • time and distance are not absolute quantities
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8
Q

proper time

A

time an event takes to occur, as measured by an observer with the same frame of reference as the event itself

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9
Q

proper length

A

length of an object, measured in a frame of reference that observes the object at rest (not moving)

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10
Q

time dilation

A
  • velocity of object increases, the factor by which its time dilates increases
  • for outside observer: light needs to travel a longer distance (longer time observed)
  • for inside observer: no change in distance (shorter time)
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11
Q

time dilation equation

A

t = t(0)/√1-v^2/c^2
t: dilated time
t(0): proper time

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12
Q

length contraction

A
  • length appears shorter for a moving observer
  • length appears longer for stationary observer
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13
Q

length contraction equation

A

l = l(0)√1-(v^2/c^2)
l: contracted length while in motion (observer moving with respect to distance’s endpoints)
l(0): proper length (observer at rest in reference to distance’s endpoints

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14
Q

simultaneity

A
  • reality is not different for 2 observers in different frames
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15
Q

evidence for special relativity

A

hafele-keating experiment, muons

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16
Q
A