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There are other types of damping.
Kayacik et al. (2008) developed integral equation approach for piezopatch vibration control of beams with various types of damping.
Mobility functions and frequency response functions are computed and compared for two complex structures with different types of damping.
The amplitude decay during the free motion is considered in order to separate and determine the various types of damping.
The paper first covers an earthquake response analysis of a single-degree-of-freedom model with various types of damping.
The obtained results show that the effect of different values and different types of damping coefficients on dynamic response is great and changes nonlinearly.
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With all three types of damping included and the formulation used here, it is possible to study the impact of the structure's geometry and boundary conditions on the relative contribution of each type of damping.
The results indicate that the added mass method may eventually lead to conservative results depending on the type of damping used in the model.
A single run of the relay feedback experiment is carried out to characterize the dynamics including the type of damping behavior, the ultimate gain, and ultimate frequency.
Moreover, it is well known in applications that lower order derivatives describe usually a certain type of damping (like the frictional damping represented by the first order derivative in hyperbolic problems).
This result suggests that in the case of turbine or compressor blades, this type of damping arrangement may be effective in the suppression of flutter.
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