Topic THREE - Waves Flashcards

1
Q

what is the definition of amplitude in progressive waves?

A

the max displacement from equilibrium

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2
Q

what is the definition of wavelength in a progressive wave?

A

the length of one complete wave

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3
Q

what is the definition of displacement in a progressive wave?

A

distance a particle moves from its equilibrium position

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4
Q

what is the definition of a period in a progressive wave?

A

time taken to complete one wave

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5
Q

what is the definition of frequency is a progressive wave?

A

no. of waves per sec

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6
Q

what is the definition of wave speed in a progressive wave?

A

wavelength/period

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7
Q

what is the definition of phase angle in a progressive wave?

A

the position along the wave

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8
Q

when the x-axis on a wave is distance what is the name of the distance between two adjacent points of the wave?

A

wavelength

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9
Q

when the x-axis on a wave is time what is the name of the distance between two adjacent points of the wave?

A

Time period (T)

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10
Q

what is the definition of a longitudinal wave?

A

the oscillations are parallel to the direction of movement

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11
Q

what is compression?

A

when particles are close together in a longitudinal wave

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12
Q

what is the definition of rarefraction?

A

when particles are spread out in a longitudinal wave

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13
Q

how do you find the wavelength in a longitudinal wave?

A

measure the distance between one compression/rarefraction to the next

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14
Q

how do you find the amplitude in a longitudinal wave?

A

its the max distance a particle moves from its equilibrium point

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15
Q

what is the definition of a transverse wave?

A

ossilations are perpendicular to the direction of movement of the wave

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16
Q

what are examples of transverse and longitudinal waves?

A

transverse - water, EM, Mexican waves

longitudinal - Sound

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17
Q

what is polarisation?

A

process where transverse waves are made to oscillate in one plane only

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18
Q

how do you work out phase difference in rads?

A

2 π d / λ

19
Q

what are the values for something that is completly in phase?

A

1 cycle = 360° = 2π

20
Q

what are the values for something that is completely out of phase

A

1/2 cycle = 180° = π

21
Q

what is the definition of path difference?

A

the difference in distance travelled by 2 waves from their sources to the point where they meet

22
Q

when will there be constructive interference in path difference?

23
Q

when will there be destructive interference in path difference?

A

(n + 0.5) λ

24
Q

when are stationary waves formed?

A

when 2 progressive waves travel in opposite directions and superpose

25
what are the three properties of stationary waves?
- reflects between 2 fixed points - waves have the same amplitude - 2 waves travel in opposite direction
26
what are antinodes?
points of max displacement
27
what are nodes?
points of no displacement
28
what do you get when two waves in phase superpose each other?
constructive interference
29
what do you get when two waves out of phase superpose each other?
destructive interference
30
what is the definition of a coherent wave?
waves with the same λ, same f and a constant phase difference
31
what is the definition of a monochromatic light source
1 λ
32
What is Total internal reflection (TIR) ?
full reflection occurs at the inside boundary of the material (optical fibre)
33
what is the critical angle?
the angle where TIR occurs
34
what is the refractive index of air?
1
35
what is snells law?
n1 x sin θ1 = n2 x sin θ2
36
what is observed when TIR happens?
all light is refracted
37
what are the two rules needed for TIR to happen?
θi > θc | n1 > n2
38
what do you observe in double slit vs single slits?
double - maxima and minima | single - maximum and mininmum
39
what happens at the maxima?
constructive interference (waves are completely in phase)
40
what happens at the minima?
destructive interference (waves are completely out of phase)
41
how do you work out path difference in max + min points?
max : nλ | min: (n + 0.5) λ
42
how do you find the max order?
d / λ | rounded down
43
how do you work out line spacing?
1 / lines per m
44
how do you derive d sinθ = nλ ?
SOHCAHTOA sin θ = λ / d d sin θ = λ for the nth order: d sin θ = λn