5.1 - 5.2 - Waves and Particle Nature of Light Flashcards

(12 cards)

1
Q

Define: amplitude, frequency, period, wavelength

A

Amplitude: maximum displacement from its equilibrium position
Frequency: number of complete waves that pass a point per second
Period: length of time taken for one complete wave to pass a given point
Wavelength: distance between the same point on two adjacent waves

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2
Q

Describe a longitudinal wave

A
  • particle oscillations are parallel to direction of waves motion
  • consist of rarefactions (low pressure regions) and compressions (high pressure regions)
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3
Q

Describe a transverse wave

A
  • particle oscillations are perpendicular to direction of waves motion
  • consist of peaks (max positive displacement) and troughs (max negative displacement)
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4
Q

What is a progressive wave

A
  • one that transfers energy from one point to another without transferring matter
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5
Q

What is a standing wave

A
  • a wave that stores energy rather than transferring it from one place to another
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6
Q

What is path a measure of

A
  • how far ahead one wave is to another
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7
Q

What is a waves phase

A
  • waves phase at a given point is a measure of how far through its cycle the wave is. Complete cycle is 360 degrees / 2pi rads
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8
Q

What happens when two waves meet in phase

A
  • they will interfere and undergo constructive interference
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9
Q

What happens when two waves meet in antiphase

A
  • they will interfere and undergo destructive interference
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10
Q

How is a standing wave formed on a string

A
  • a wave reflects from a closed end so two identical waves are travelling in opposite directions
  • at points where the wave meets in phase constructive interference occurs forming anti node
  • at points where the wave meets in anti phase destructive interference occurs forming a node
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11
Q

What are nodes and anti-nodes

A

node - minimum point of displacement where there is no movement from equilibrium position
anti-node - a point of maximum displacement

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12
Q

What two factors does the speed of a transverse wave on a string depend on

A
  • time period
  • mass per unit length of the string
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