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The examples examined in this chapter are: (1) A spring, mass damper model of a mechanical system.
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Velocities were used as inputs to a spring-mass-damper model which modelled human responses to wind gusts.
Fig. 2 Spring-mass-damper model of the tangential deformation of a fingertip.
Some earlier studies successfully expressed the deformation of the skin of a finger pad as caused by the tangential force on the finger pad by using a spring-mass-damper model [29 31], indicating a linear relationship between the deformation and force.
We explore the performance of a nonlinear tuned mass damper (NTMD), which is modeled as a two degree of freedom system with a cubic nonlinearity.
An effective mass-spring-damper model is presented and its analytical solution is derived.
A nonlinear mass-spring-damper model is given in order to highlight the efficiency of the proposed method.
Then a single freedom degree mass-spring-damper model is introduced to simplify the rubber isolator system.
The occupied structure modal parameters found in tests were used to identify the parameters of the walking individual's single-degree-of-freedom (SDOF) mass-spring-damper model using 'reverse engineering' methodology.
In this model, the vehicle is assumed as a secondary suspension mass-spring-damper model with 12 degrees of freedom.
Proportionally damped structures give non-proportionally damped mathematical models when tuned mass damper (TMD) devices and/or viscous dampers are installed.
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