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1.1.2 The Overdamped Oscillator (ζ > 1)

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Both roots in Equation (1.10) are real, distinct and negative. The motion is called overdamped because introducing this into Equation (1.4) gives a sum of decaying exponential functions:

(1.11)

The movement of such a system is illustrated in Figure 1.2. Using the above solution and applying the initial conditions u0 and vx0 we get for Bi:

(1.12)


Figure 1.2 Decaying components of the overdamped oscillator. Source: Alexander Peiffer.

Vibroacoustic Simulation

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