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- W2150588001 abstract "Mathematical expressions are derived for the particle velocity, stress, and strain distributions in the wave that results when a semi-infinite viscoelastic filament is subjected at one end to constant velocity tensile impact. The equations governing the stress-strain-time behavior of the filament are assumed to be those for a linear model consisting of a spring coupled in parallel with a spring and dashpot in series. These equations are so formulated that by changing a single parameter λ either the spring branch or spring and dashpot branch can be made to dominate. The general solution expressed as a series in λ is obtained. This solution is especially convenient for making calculations. Special solutions describing the behavior at the wavefront and at the point of impact are also derived. The application of these solutions in the interpretation of experimental data is discussed." @default.
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- W2150588001 date "1966-03-15" @default.
- W2150588001 modified "2023-10-16" @default.
- W2150588001 title "Wave Propagation in a Three-Element Linear Spring and Dashpot Model Filament" @default.
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- W2150588001 doi "https://doi.org/10.1063/1.1708586" @default.
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