Kelvin voigt model shock absorber applications

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Unformatted text preview: t model Applications - vibrations (3.7) • So far, no x’ term so no exponential decay in the solutions. • Dashpot - mechanical element that adds friction. - sometimes an abstraction that accounts for energy loss. Kelvin-Voigt model shock absorber Applications - vibrations (3.7) • So far, no x’ term so no exponential decay in the solutions. • Dashpot - mechanical element that adds friction. - sometimes an abstraction that accounts for energy loss. Kelvin-Voigt model shock absorber Applications - vibrations (3.7) • So far, no x’ term so no exponential decay in the solutions. • Dashpot - mechanical element that adds friction. - sometimes an abstraction that accounts for energy loss. Kelvin-Voigt model shock absorber Applications - vibrations (3.7) • So far, no x’ term so no exponential decay in the solutions. • Dashpot - mechanical element that adds friction. - sometimes an abstraction that accounts for energy loss. Kelvin-Voigt model shock absorber Applications - vibrations (3.7) • So far, no x’ term so no...
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This note was uploaded on 02/12/2014 for the course MATH 256 taught by Professor Ericcytrynbaum during the Spring '13 term at The University of British Columbia.

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