Understanding Simple Harmonic Motion in Acoustics

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103 Terms

1

Simple Harmonic Motion

Periodic motion where restoring force is proportional to displacement.

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2

Sine Wave

Graphical representation of simple harmonic motion over time.

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3

Displacement

Distance moved from equilibrium position in motion.

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4

Time

Duration during which motion occurs.

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5

Uniform Circular Motion

Constant angular motion around a circle's circumference per second.

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6

dimensions of sound waves include

period, ampltude, frequencey, wavelength.

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7

Sinusoidal Wave

Waveform depicting smooth periodic oscillation.

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8

Amplitude

Amplitude is determined by the strength of
the force which generates the sound wave. the height of peaks and thorough.

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9

Wavelength

Distance between successive peaks of a wave.

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10

Period

Time taken for one complete cycle of motion.

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11

Pressure of Sound

Force exerted by sound waves on a surface.

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12

loudness is described by

intensity, usually measured in sound pressure level

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13

Graphic Trail

Visual representation of an object's motion over time.

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14

Hirsh's Example

Illustration of sinusoidal motion using a Ferris wheel.

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15

Degrees for Comparison

Method to label and compare sinusoidal sounds.

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16

Graph of Displacement

Visual depiction of displacement as a function of time.

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17

Air Molecule Motion

Movement of air particles creating sound waves.

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18

Oscillation

Repeated back-and-forth movement around an equilibrium position.

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19

Equilibrium Position

State where forces acting on a system are balanced.

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20

Waveform

Shape of a wave as it travels through a medium.

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21

Sound Wave Dimensions

Key characteristics include period, amplitude, frequency, wavelength.

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22

Sinusoidal Sound

Sound characterized by a smooth, periodic waveform.

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23

Complex Sound

Sound composed of multiple frequencies and amplitudes.

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24

Phase of Motion

Specific stage in the cycle of oscillation.

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25

Acoustic Pressure

Variation in pressure caused by sound waves.

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26

Visual Representation

Graphical depiction of physical phenomena like sound.

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27

Amplitude

Strength of the force generating sound waves.

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28

Maximum Displacement

Graphical representation of amplitude in sound.

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29

Loudness

Perceived intensity of sound, measured in decibels.

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30

Instantaneous Amplitude

Amplitude measured at a specific time point.

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31

Wavelength (λ)

Distance between two identical points on a wave.

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32

Wavelength Formula

λ = s/f, where s is speed, f is frequency.

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33

Speed of Sound in Air

340 meters per second at room temperature.

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34

Speed of Sound in Water

1360 meters per second due to higher density.

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35

Sound Pressure Level

Measurement of sound intensity in decibels.

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36

Calculating Wavelength

Use λ = s/f to find wavelength.

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37

Amplitude Comparison

Greater amplitude indicates louder sound intensity.

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38

Damping of Sound

Attenuation of sound energy over distance.

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Wavelength in Air (1000 Hz)

λ = 0.34 meters for 1000 Hz tone.

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Wavelength in Air (2000 Hz)

λ = 0.17 meters for 2000 Hz tone.

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Wavelength in Water (1000 Hz)

λ = 1.36 meters for 1000 Hz tone.

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42

Wavelength in Water (2000 Hz)

λ = 0.68 meters for 2000 Hz tone.

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Relationship of Wavelengths

Higher frequency results in shorter wavelength.

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44

Sound Wave Travel Distance

Sound travels farther in denser mediums.

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45

Damping vs Dampening

Damping reduces sound; dampening makes wet.

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46

Intensity Measurement

is quantified in sound pressure level.

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47

Period of Vibration

Duration for one complete wave cycle.

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48

Graphical Representation of Sound

Visual depiction of sound wave characteristics.

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49

Peaks and Troughs

High and low points in sound wave graphs.

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50

Acoustics

Study of sound behavior in different environments.

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51

Damping

Reduction of amplitude in vibrating systems.

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52

Low Damped System

Vibrates for a long time with minimal resistance. (tuning fork)

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53

High Damped System

Vibrates briefly with significant resistance. (Hitting a table)

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54

Damping Factor (df)

Measures damping using amplitude ratio of cycles.

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55

Formula for Damping Factor

df = ln(A1/A2) calculates damping.

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56

Natural Log (ln)

Logarithm based on the natural number e.

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Amplitude (A1)

Magnitude of displacement at cycle 1.

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Amplitude (A2)

Magnitude of displacement at cycle 2.

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Critical Damping

High damping prevents oscillation in opposite direction.

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60

Free Vibration

System vibrates freely with low damping factor.

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Natural Frequency (fnat)

Frequency at which a system vibrates naturally.

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62

Stiffness

Resistance of a system to deformation.

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63

Mass

Amount of matter in a system.

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Proportionality of Frequency

Natural frequency relates to stiffness and mass.

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Stiffness Factor Change

Changing stiffness affects natural frequency proportionally.

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Mass Factor Change

Increasing mass decreases natural frequency proportionally.

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Example Frequency Change

200 Hz tuning fork increases to 400 Hz.

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Example Mass Increase

Increasing mass by 4:1 decreases frequency to 100 Hz.

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Vibration Duration

Vibrations cease due to damping effects.

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70

Opposing Forces

Friction and resistance counteract motion.

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71

Inertia

Resistance of an object to change its state.

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72

Magnitude of Displacement

Amount of movement relative to applied force.

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73

Amplitude Decrease

Sharp reduction in sound after force removal.

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74

Waveform Cycles

Amplitude measured over consecutive cycles.

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75

Vibration Dynamics

Study of how systems oscillate and damp.

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76

Acoustic Impedance

Total opposition to sound wave motion.

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77

Natural Frequency

Frequency at which a system vibrates freely.

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78

Stiffness

Resistance of an elastic material to deformation.

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79

Mass

Quantity of matter in a system.

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80

Resistance (R)

Opposition to motion measured in ohms.

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81

Friction

Force opposing motion, converting energy to heat.

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82

Reactance (X)

Opposition to motion due to energy storage.

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83

Mass Reactance (Xm)

Opposition due to mass, measured in ohms.

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Compliance

Ability of a system to deform under load.

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85

Compliant Reactance (Xc)

Opposition due to compliance, measured in ohms.

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86

Impedance (Z)

Total opposition combining resistance and reactance.

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87

Frequency

Number of cycles per second, measured in Hz.

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88

Thermal Energy

Energy converted from kinetic energy due to friction.

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89

Energy Storage

Energy retained in a system as potential energy.

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90

Inversely Proportional

One quantity increases as another decreases.

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91

Elastic System

System that can return to original shape after deformation.

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92

Opposing Forces

Forces that resist motion in a system.

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93

Tuning Fork

An instrument producing a specific pitch when struck.

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94

Kinetic Energy

Energy of motion, transformed into thermal energy.

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95

Square Root

A value that produces a given number when multiplied by itself.

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Ohm

Unit of measurement for electrical resistance.

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Formula for Xm

Xm = 2πfm, relating mass and frequency.

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Formula for Xc

Xc = 1/2πfc, inversely related to compliance.

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99

Energy Conversion

Transformation of energy from one form to another.

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100

Wind Resistance

Opposition faced when moving against wind.

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