Waves Flashcards

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1
Q

Waves

A

Waves transfer energy from one location to another, without transferring matter.

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2
Q

Formed from disturbances

A

For a wave to be created, there is an initial disturbance or vibration. This disturbance sends energy via the wave, away from its source in every direction. A disturbance can be a single impulse, or a series of impulses or continuous.

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3
Q

Moving energy with or without a medium

A

Energy can be transferred via waves with or without the use of a medium. If waves use matter to transfer energy, they are referred to as mechanical waves. If waves do not require a medium to transfer they are electromagnetic waves.

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4
Q

Mechanical Waves

A

Waves that require a movement of energy are referred to as mechanical waves. They cause a temporary disturbance in the medium, but the medium has no displacement.

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5
Q

Oscillation of Particles

A

Mechanical Waves can carry energy over significant distances. However the particles that make up the medium have a limited range of movement. The particles are restricted to back and forth motion, and is referred to as oscillations.

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6
Q

Transverse Waves

A

A transverse wave is a wave form that sees the individual vibrations within the wave moving perpendicular to the direction of wave motion. For mechanical transverse waves, the particles are parallel to the wave direction. They take the shape of sine and cosine curves.

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7
Q

Comparing transverse and longitudinal waves

A

Transverse waves can transmit energy in the form of mechanical and electromagnetic waves, whereas longitudinal waves can only transmit energy through a mechanical wave.

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8
Q

Examples of waves

A

Sound waves are a key example of longitudinal waves. As sound travels through a medium, the partices within that medium oscillate back and forth. When particles move from their relaxed state to a more dense area, a compression arises. When particles moved from their relaxed state to a less dense area, a rarefraction arises.

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9
Q

Properties of Transverse Waves

A

Transverse waves see particles displaced from the equilibrium position. The equilibrium position represents the undisturbed, rest position of the particles. When representing a transverse wave equilibrium is drawn as a horizontal line in the middle of the wave.

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10
Q

Crest and Trough

A

The crest of a transverse wave is the highest point of the wave. If considering displacement, the crest would be the point furtherest from the equilibrium position in the +ve direction. The trough of a transverse wave is at the lowest point of a wave.

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11
Q

Amplitude and Wavelength

A

The amplitude of a transverse wave is measured by the displacement or height from the equilibrium position to maximum position. The wavelength is the length of one complete cycle of a wave ON DISPLACEMENT VS POSITION.

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12
Q

Period

A

Time taken to complete one cycle ON DISPLACEMENT VS TIME GRAPH.

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13
Q

Properties of a transverse wave

A

The frequency is the measure of how many cycles occur in one second. Easily confused with the period, the frequency is the reciprocal of the period.

  1. First measure period using f = 1/T. Frequency and period are inversely proportional
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13
Q

Properties of a transverse wave

A

The frequency is the measure of how many cycles occur in one second. Easily confused with the period, the frequency is the reciprocal of the period.

  1. First measure period using f = 1/T. Frequency and period are inversely proportional
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14
Q

Compression and Rarefraction

A

Longitudinal waves disturb particles away from their equilibrium positions to form regions of high density or low density. The areas of high density are known as compressions and the areas of low density are rarefractions.

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15
Q

Properties of Longitudinal Waves

A

The amplitude of a longitudinal wave is determined by measuring the particles in compression and rarefraction compared to those undisturbed particles. It measures how far apart particles are in rarefraction and how close they are in compression. The higher the amplitude of a wave, the closer the particles are in compression and further apart the particles in compression.

16
Q

Displacement

A

Particles displace away from the equilibrum position of a longitudinal wave towards the region of compression. After a wave has passed, the particles redistribute back to their original positions

17
Q

Properties of a longitudinal wave

A

The wavelength of a longitudinal wave can be measured as the distance between the centre of two successive compressions or two rarefractions. The symbol is lamba

18
Q

Period

A

Similar to a transverse wave, the period of a longitudinal wave is a measure of the time for one complete cycle to occur. For a longitudinal wave, this is the time it takes the particles to displace from equilibrum then back to their equilibriums.

19
Q

Velocity of a Wave

A

The velocity of a wave measures the speed at which energy is transferred through a medium. The velocity at which at a crest of a wave moves through a medium.

20
Q

Wave Velocity

A

The displacement between adjacent crests is the wavelength; substitute wavelength as displacement. V = lamda/t

V = frequency x lambda

21
Q

Wave velocity in different media

A

Other factors can affect the velocity of a wave, such as rigidity and density of the medium. The more rigid the onkect, the greater the speed of a mechanical wave through the medium. In a more dense object, the slower the speed of a mechanical wave through a medium.

Velocity in solid is greater than liquid greater than gas.

22
Q

Displacement Distance Graphs

A

A displacement-distance graph shows the position of each particle along the length of a wave (distance) at a particular instance in time.

23
Q

PERIODS AND FREQUENCY of displacement distance graph

A

YOU CANNOT GET VALUES FOR PERIOD OF FREQUENCY IF IT’S ONLY ONE DISPLACEMENT DISTANCE GRAPH.

24
Q

Displacement-time graph

A

Displacement-time graph shows a particle’s position from the equilibrum as it changes over time. At any instance, the particle’s position from the equilibrum will be determined.

We can get amplitude, period, and the frequency (reciprocal of period)