Physics- Waves

Descripción

Quiz including longitudinal and transverse waves, standing waves, diffraction, interference, refraction, polarisation and the photoelectric effect
Eleanor Hurst
Test por Eleanor Hurst, actualizado hace más de 1 año
Eleanor Hurst
Creado por Eleanor Hurst hace más de 7 años
56
3

Resumen del Recurso

Pregunta 1

Pregunta
What do waves carry from one place to another?
Respuesta
  • Energy
  • Matter
  • Particles

Pregunta 2

Pregunta
What is the wavelength of a wave?
Respuesta
  • The distance between periods
  • The distance between phases

Pregunta 3

Pregunta
What is the frequency of a wave?
Respuesta
  • The number of waves passing a point
  • The time it takes for a wave to pass a point

Pregunta 4

Pregunta
What is the amplitude of a wave?
Respuesta
  • The distance the wave travels
  • The maximum displacement of the wave
  • The minimum displacement of the wave

Pregunta 5

Pregunta
The formula for frequency is 1/time period
Respuesta
  • True
  • False

Pregunta 6

Pregunta
What is the wave equation?
Respuesta
  • Wavelength = Wave Speed x Frequency
  • Frequency = Wave Speed x Wavelength
  • Wave Speed = Frequency x Wavelength

Pregunta 7

Pregunta
The direction of vibration for transverse waves is [blank_start]perpendicular[blank_end] to the direction of travel where as for longitudinal waves it is [blank_start]parallel[blank_end] to the direction travel
Respuesta
  • perpendicular
  • parallel
  • parallel
  • perpendicular

Pregunta 8

Pregunta
The phase is [blank_start]a specific point on a wave[blank_end]
Respuesta
  • a specific point on a wave

Pregunta 9

Pregunta
The phase angle can also be written as fractions of wavelengths, degrees or radians; 360 degrees = [blank_start]1[blank_end] wavelength = [blank_start]2n[blank_end] radians 180 degrees = [blank_start]1/2[blank_end] wavelength = [blank_start]1n[blank_end] radians 90 degrees = [blank_start]1/4[blank_end] wavelength = [blank_start]1/2n[blank_end] radians 270 degrees = [blank_start]3/4[blank_end] wavelengths = [blank_start]3/2[blank_end] radians
Respuesta
  • 1
  • 1/2
  • 1/4
  • 3/4
  • 2n
  • 1/2n
  • 3/2n
  • 1n
  • 1/4
  • 1
  • 1/2
  • 3/4
  • 3/2n
  • 2n
  • 1n
  • 1/2n
  • 1
  • 3/4
  • 1/4
  • 1/2
  • 1/2n
  • 2n
  • 3/2n
  • 1n
  • 1/2
  • 1
  • 3/4
  • 1/4
  • 3/2n
  • 1n
  • 2n
  • 1/2n

Pregunta 10

Pregunta
How to standing waves form? A wave is [blank_start]reflected[blank_end] and [blank_start]superposition occurs[blank_end], [blank_start]producing nodes and antinodes[blank_end]
Respuesta
  • reflected
  • superposition occurs
  • producing nodes and antinodes

Pregunta 11

Pregunta
A node is [blank_start]an area of no displacement[blank_end]
Respuesta
  • an area of no displacement

Pregunta 12

Pregunta
An antinode is [blank_start]an area of maximum displacement[blank_end]
Respuesta
  • an area of maximum displacement

Pregunta 13

Pregunta
What is the distance between the nodes for a standing waves?
Respuesta
  • 1 wavelength
  • 1/2 wwavelength
  • 2 wavelengths

Pregunta 14

Pregunta
Diffraction is [blank_start]the spreading out of waves[blank_end] [blank_start]around an obstacle or through a gap[blank_end]
Respuesta
  • the spreading out of waves
  • around an obstacle or through a gap

Pregunta 15

Pregunta
What does s diffraction pattern of laser light passing through a slit look like?
Respuesta
  • Lots of lines, decreasing in height
  • Dots that fade the further out you go

Pregunta 16

Pregunta
What happens to the size and brightness of the spots if you use a smaller diffraction grating?
Respuesta
  • They get smaller and dimmer
  • They get larger and brighter
  • They get smaller and brighter
  • They larger and dimmer

Pregunta 17

Pregunta
When the wave displacements add to make a larger displacement we call it [blank_start]constructive interference[blank_end]. When they add and cancel out to make zero displacement we call it [blank_start]destructive interference[blank_end].
Respuesta
  • constructive interference
  • destructive interference
  • constructive interference
  • destructive interference

Pregunta 18

Pregunta
The phase difference when 2 waves are exactly in step is [blank_start]2n pi[blank_end] and the path difference is [blank_start]n[blank_end] wavelengths When in antiphase the phase difference is [blank_start](2n+1) pi[blank_end] and the path difference is [blank_start](2n+1)wavelengths/2[blank_end]
Respuesta
  • 2n pi
  • n
  • (2n+1) pi
  • (2n+1)wavelengths/2

Pregunta 19

Pregunta
Sources of waves are said to be coherent when they have [blank_start]the same frequency[blank_end], [blank_start]a constant phase relationship[blank_end] and [blank_start]a similar amplitude[blank_end]
Respuesta
  • the same frequency
  • a constant phase relationship
  • a similar amplitude

Pregunta 20

Pregunta
Path difference is [blank_start]the difference in distance traveled[blank_end] by 2 waves arriving [blank_start]at a point from the source[blank_end]
Respuesta
  • the difference in distance traveled
  • at a point from the source

Pregunta 21

Pregunta
What is the refractive index?
Respuesta
  • The amount of refraction caused by the material
  • The angle a wave is refracted by

Pregunta 22

Pregunta
The formula for Snell's Law is [blank_start]n1sin1=n2sin2[blank_end]
Respuesta
  • n1sin1=n2sin2

Pregunta 23

Pregunta
The critical angle is [blank_start]the angle at which the light[blank_end] exits [blank_start]parallel to the boundary[blank_end], greater than this causes [blank_start]total internal reflection[blank_end]
Respuesta
  • the angle at which the light
  • parallel to the boundary
  • total internal reflection

Pregunta 24

Pregunta
Polarisation is when [blank_start]all the oscillations[blank_end] occur [blank_start]in one single plane[blank_end]
Respuesta
  • all the oscillations
  • in one single plane

Pregunta 25

Pregunta
The electrons are emitted instantaneously because [blank_start]the photon[blank_end] has energy greater [blank_start]than or equal to the work function[blank_end] where as if it were a wave then [blank_start]the energy would have to build up[blank_end] to the work function so there would be [blank_start]a delay[blank_end]
Respuesta
  • the photon
  • than or equal to the work function
  • the energy would have to build up
  • a delay

Pregunta 26

Pregunta
The wave theory cannot explain the photoelectric effect in terms of frequency because [blank_start]low frequencies never emit electrons[blank_end], therefore there must be [blank_start]a minimum frequency[blank_end]
Respuesta
  • low frequencies never emit electrons
  • a minimum frequency

Pregunta 27

Pregunta
The work function is [blank_start]the minimum amount of energy[blank_end] an electron needs in [blank_start]order to escape the surface of the metal[blank_end]
Respuesta
  • the minimum amount of energy
  • order to escape the surface of the metal

Pregunta 28

Pregunta
The equation for photon energy is; Photon Energy = [blank_start]Planck's constant x Frequency[blank_end]
Respuesta
  • Planck's constant x Frequency

Pregunta 29

Pregunta
The equation for kinetic energy is; KE = [blank_start]hf - work function[blank_end]
Respuesta
  • hf - work function

Pregunta 30

Pregunta
1eV = [blank_start]1.6 x 10^-19[blank_end]
Respuesta
  • 1.6 x 10^-19

Pregunta 31

Pregunta
Planck's constant = [blank_start]6.63 x 10^-34[blank_end]
Respuesta
  • 6.63 x 10^-34
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