3.1 - Progressive and stationary waves Flashcards

1
Q

what is a progressive wave

A

transfers energy from one point to another without transferring the medium itself and the particles in the medium oscillate as the wave passes through them

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2
Q

define Amplitude

A

A wave’s maximum displacement from the equilibrium position

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3
Q

define frequency

A

The number of complete oscillations passing through a point per second

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4
Q

define wavelength

A

The length of one whole oscillation (e.g. the distance between successive peaks/troughs)

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5
Q

define speed

A

Distance travelled by the wave per unit time

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6
Q

How can you find out the time period of a wave using it frequency?

A

T = 1/f

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7
Q

what is a phaze

A

a fraction of a wave cycle
how far through the oscillation a point is

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8
Q

what is phase difference

A

the difference in phase between 2 points on a wave

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9
Q

what happens if two waves re half a wavelength apart

A

they are out of phase

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10
Q

what is phase difference measured in

A

radians and degrees

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11
Q

what is phase

A

on the same point on a wave

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12
Q

What is antiphase

A

opposite points on a wave

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13
Q

equation for wave speed

A

wave speed = frequency x wavelength

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14
Q

what is a longitudinal wave

A

A wave in which the oscillation of the particles is parallel to the direction of energy propagation.

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15
Q

what are the two components of a longitudinal wave

A

rarefactions ( areas of low pressure)
compressions (areas of high pressure)

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16
Q

what is a transverse wave

A

a wave in which oscillations occur perpendicular to the direction of energy propergation

17
Q

example of a transverse wave

A

electromagnetic
water

18
Q

what are mechanical waves

A

waves that require a medium to propagate

19
Q

what is an electromagnetic wave

A

vibrating electric and magnetic fields that oscillate at right angles to each other

20
Q

properties of electromagnetic waves

A

they can travel through a vacuum without a medium
and travel at the speed of light

21
Q

what is unpolarised light

A

then the electric fields are oscillating in multiple planes

22
Q

what happens if light is polarised

A

then the electric field is oscillating in one plane only

23
Q

What does a polarising filter do?

A

causes plane polarisation by only allowing oscillations in one plane. and absorbing all other planes.

24
Q

How is polarisation used as evidence of the nature of transverse waves?

A

Polarisation can only occur if a wave’s oscillations are perpendicular to its direction of travel (as they are in
transverse waves).

25
Q

what happens when 2 polarising filters are placed at right angles to each other

A

no light will be transmitted through

26
Q

what are the 3 uses of polarising filters

A
  • reduces glare when photographing by absorbing some reflected light waves
  • sunglasses
  • TV aerials
27
Q

How is polarisation used in antennas?

A

radio signals are usually
plane-polarised by the orientation of the rods on
the transmitting aerial, so the receiving aerial must be aligned in the same plane of polarisation to receive the signal at full strength.

28
Q

how can a polarising filter be used to determine if a light is partially polarised

A

rotate the filter and observe if there is a change in light intensity which alternates every 90 degrees

29
Q

why does light not pass through 2 polarised filters at right angles

A

as light first passes through polariser 1 it is plane-polarised in the vertical axis so all the horizonal wavelengths are absorbed, so when it then passes through polariser 2 the transmission axis is horizontal so wont allow light to pass trough

30
Q

how does adding a third 45 degree filter alter the light intensity

A

after polariser 1 the light is vertically polarised but it has a component at 45 degrees which is able to pass through the polariser. This 45 degree wave also has a a component at 45 degrees so the wave is able to pass through the 90 degree polariser

31
Q

what are stationary waves

A

A wave which transfers no energy and whose positions of maximum and minimum amplitude are constant.

32
Q

what is a node

A

a point on a stationary wave where the displacement is 0

33
Q

what is an antinode

A

a point on a stationary wave with maximum displacement

34
Q

What are the conditions for a stationary wave to be produced?

A

● The waves must be of the same frequency, wavelength and amplitude.
● They must be travelling in opposite directions

35
Q

when are the conditions for a stationary wave met

A

when a wave is reflected back on itself

36
Q

what is superposition

A

the process when two waves combine into a single wave form when they overlap
the total displacement at a point is equal to the sum of the individual displacements at that point

37
Q

what is constructive interference