A.5 Galilean & special relativity HL Flashcards

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1
Q

Reference Frame

A

A coordinate system used to describe the motion of a body in space-time.

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2
Q

Define Galilean relativity and its significance in classical mechanics

A

Galilean relativity states that the laws of motion are the same in all inertial frames, emphasizing the relative nature of motion.

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3
Q

Galilean transformation equations?

A

x′ = x - vt for position, t′ = t for time.

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4
Q

Difference between Galilean and special relativity’s time concept?

A

Galilean sees time as absolute; special relativity sees it as relative.

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5
Q

Galilean velocity addition formula?

A

u′ = u - v.

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6
Q

Two postulates of special relativity?

A

Laws of physics are invariant; speed of light is constant.

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7
Q

Time dilation’s effect on time measurement?

A

Moving clocks tick slower than stationary ones.

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8
Q

Time dilation formula?

A

Δt = γΔt₀

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9
Q

Length contraction in special relativity?

A

Moving objects shorten in their direction of motion.

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10
Q

Length contraction equation?

A

L = L₀√(1-v²/c²).

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11
Q

Lorentz transformations’ purpose?

A

Relate space and time coordinates in different inertial frames.

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12
Q

Lorentz vs. Galilean transformations?

A

Lorentz accounts for speed of light; Galilean doesn’t.

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13
Q

Lorentz factor (γ)’s significance?

A

Quantifies relativistic effects like time dilation.

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14
Q

What’s the space-time interval?

A

An invariant combining space and time differences.

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15
Q

Relation of proper time and length to Lorentz transformations?

A

Measures in object’s rest frame, vary in moving frames.

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16
Q

Space-Time Diagram

A

A graphical representation of events as points in space-time, showing the relationship between space and time / Visualize events in space and time.

17
Q

How does special relativity view simultaneity?

A

It’s relative, depending on the observer’s motion.

18
Q

Space-time diagrams and simultaneity?

A

Show how simultaneity varies across reference frames.

19
Q

Simultaneity

A

The occurrence of two events at the same time in a given frame of reference; relativity shows that simultaneity is relative.

20
Q

Relativistic Velocity Addition

A

The formula used to add velocities in a way that is consistent with the theory of special relativity

21
Q

World lines in space-time diagrams?

A

Paths through space-time, showing motion and events.

22
Q

Depicting time dilation and length contraction in diagrams?

A

Through world lines’ slope and event spacing.