Periodic Motion and Waves Flashcards

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1
Q

Simple Harmonic Motion

A
  • Vibratory motion is referred to as s__imple harmonic motion (SHM)
    • Cyclic process where an object ondergoes a repeated pathway at uniform intervals
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2
Q

Period

Frequency

Amplitude

A
  • Period (T) is the time required to complete one full cylce of motion
    • time/vibration
  • Frequency (f) is the number of vibrations that occur during a specified amount of time
    • f = 1/T
    • Hz (s-1)
  • Amplitude (A) is the magnitude of displacment from the object’s equilibirum
    • meters
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3
Q

Dampened Harmonic Oscillation

A
  • Period remains constant throughout
  • Speed decreases along consecutive maxima; therefore so does KE
  • Altitude deceases
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4
Q

Elastic

A
  • A spring is elastic; it experiences a deformation while being compressed or stretched
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5
Q

Hooke’s Law

A
  • The relationship between the force needed to displace the spring and the force constant is known as Hooke’s law
    • F = -kx
    • Negative sign indicates that it is a restoring force
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6
Q

Potential Energy of Spring

A
  • Uspring = (1/2)kx2
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7
Q

Period and Frequency of Spring System

A
  • Tspring = 2π(m/k)1/2
  • fspring = 1/(2π)(k/m)1/2
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8
Q

Simple Pendulum

A
  • Two forces that act on a simple pendulum
    • Tension in the cord
    • Weight (mg) of the object at the end of the cord
  • Frestoring = -mgsin(θ)
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9
Q

Potential Energy of a Pendulum

Period of a Pendulum

Frequency of Pendulum

A
  • Upendulum = -mgL(1 - cos(θ))
  • Tpendulum = 2π(L/g)1/2
  • fpendulum = 1/(2π)(g/L)1/2
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10
Q

Transverse and Longitudinal Waves

A
  • A transverse wave causes vibrations perpendicular to the direction of wave propogation (water wave)
  • A longitudinal wave causes vibrations parallel to the direction of wave propogation (sound wave)
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11
Q

Speed of a Transverse Wave

A
  • v = (T/μ)1/2
    • T = period
    • μ = mass per unit length
  • v = λf
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12
Q

Beats

A
  • A phenomenon known as a beat occurs when two waves of differnt wavelengths interfere with each other
  • fbeat = |f2 - f1|
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13
Q

Standing Wave Harmonics

A
  • λn = 2L/n
  • fn = (nv)/(2L)
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