Oscillations, Waves, and Acoustics Vocabulary

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Vocabulary flashcards covering oscillatory motion, simple harmonic motion, wave mechanics, and architectural acoustics based on lecture notes.

Last updated 11:27 AM on 9/2/26
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36 Terms

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Oscillatory Motion

Motion that occurs when a body is subjected to a force that varies in time.

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Inertia

The property that causes an oscillating body to overshoot its equilibrium position.

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Simple Harmonic Motion (SHM)

Oscillatory motion where the restoring force is directly proportional to the displacement from equilibrium.

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Hooke's Law

The mathematical relationship representing restoring force F=kxF = -kx, where the negative sign indicates the force is directed opposite to the displacement.

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Standard Differential Equation for SHM

d2xdt2+ω2x=0\frac{d^2x}{dt^2} + \omega^2 x = 0

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Displacement Equation in SHM

x=Asin(ωt+ϕ)x = A \sin(\omega t + \phi), where AA represents the amplitude of the oscillation.

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Velocity in SHM

v=dxdt=ωAcos(ωt+ϕ)v = \frac{dx}{dt} = \omega A \cos(\omega t + \phi), reaching its greatest magnitude at the midpoint (equilibrium position).

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Acceleration in SHM

a=ω2xa = -\omega^2 x

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Potential Energy in SHM

U=12kx2U = \frac{1}{2}kx^2

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Total Energy in SHM

E=12kA2E = \frac{1}{2}kA^2

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Free Oscillations

Oscillations that result from a single initial deviation and are maintained solely by internal restoring forces.

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Natural Frequency

The frequency with which a pendulum or physical system oscillates freely on its own.

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Damping

The phenomenon of decay in the amplitude of oscillations due to energy dissipation, governed by frictional force F=bvF' = -bv.

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Underdamped System

A system characterized by weak damping under the condition γ2m<ω0\frac{\gamma}{2m} < \omega_0.

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Critical Damping

A state in a mechanical system where it returns to equilibrium as fast as possible without overshooting or oscillating.

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Forced Oscillations

Oscillations produced when an external periodic force is applied to a body.

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Resonance

The dramatic increase in amplitude when the driving frequency is near the natural frequency of the system.

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Wave

A disturbance that travels through a medium, transporting energy without transporting matter.

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Longitudinal Waves

Waves in which particles vibrate parallel to the direction of propagation.

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Transverse Waves

Waves in which particles vibrate perpendicular to the direction of propagation.

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Acoustics

The branch of physics dealing with the origin, propagation, and auditory sensation of sound.

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Infrasonic Waves

Sound waves with frequencies below 20Hz20\,\text{Hz}.

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Ultrasonic Waves

Sound waves with frequencies above 20kHz20\,\text{kHz}.

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Pitch

The subjective sensation of sound related to frequency that allows us to distinguish between a shrill and a flat note.

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Timbre (Quality)

The characteristic that enables a listener to distinguish between notes of the same pitch and loudness played on different instruments.

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Weber-Fechner Law

Law stating that loudness LL is proportional to the logarithm of the intensity stimulus II (L=Klog(I)L = K \log(I)).

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Threshold of Audibility

The standard zero intensity level at 1kHz1\,\text{kHz}, defined as 1012W/m210^{-12}\,\text{W/m}^2.

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Sound Intensity Level (IL)

Decibel level calculated as IL=10log10(II0)IL = 10 \log_{10}\left(\frac{I}{I_0}\right).

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Echo

A repetition of sound produced when reflected waves reach the ear at least 100ms100\,\text{ms} after the original sound, requiring a minimum obstacle distance of 17m17\,\text{m}.

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Reverberation

The prolongation of sound in an enclosed space due to multiple reflections after the source has stopped.

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Reverberation Time

The time required for sound intensity to fall to one-millionth (10610^{-6}) of its original value (a 60dB60\,\text{dB} drop).

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Sabine's Formula

T=0.161VAT = \frac{0.161V}{A}, where VV is volume and AA is total sound absorption.

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Sabin

The unit of sound absorption, named after Wallace Sabine.

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Absorption Coefficient (\alpha)

Ratio calculated as α=Sound energy absorbed by the surfaceTotal sound energy incident on the surface\alpha = \frac{\text{Sound energy absorbed by the surface}}{\text{Total sound energy incident on the surface}}.

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Sound Foci

An acoustical defect caused by reflecting concave surfaces that concentrate sound at specific points.

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Dead Spots

Points in an auditorium where there is a deficiency of reflected sound due to focusing elsewhere or interference.