| 41. | A pendulum-a simple harmonic oscillator, technically-possesses only a single mode of oscillation.
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| 42. | Step-response of a damped harmonic oscillator; curves are plotted for three values of } }.
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| 43. | This is a simple harmonic oscillator corresponding to oscillations of the pendulum near the bottom of its path.
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| 44. | Their behavior is analogous to translational spring-mass oscillators ( see Harmonic oscillator # Equivalent systems ).
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| 45. | The Kepler problem and the simple harmonic oscillator problem are the two most fundamental problems in classical mechanics.
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| 46. | When the magnetic field strength is changed, the oscillation period of the simple harmonic oscillators changes proportionally.
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| 47. | They are analogous to ladder operators in the quantum harmonic oscillator problem, which added and subtracted energy quanta.
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| 48. | The mass & ndash; spring & ndash; damper model is an example of a simple harmonic oscillator.
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| 49. | The mathematics used to describe its behavior is identical to other simple harmonic oscillators such as the RLC circuit.
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| 50. | Now, consider a quantum harmonic oscillator ( a spinless particle in a one-dimensional parabolic potential ).
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