Titlebook: Stress Waves in Anelastic Solids; Symposium Held at Br Herbert Kolsky,William Prager Book 1964 Springer Verlag, Berlin / Göttingen / Heidel

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Some Dynamical Applications of Shock Wave Propagation in Solids,rations are carried out for four metals and .-diagrams, and pressure and radius relations are obtained. An expansion suitable for the initial stage of crater formation is described together with some numerical calculations, and the impulsive nature of the shock process is discussed, as well as the limitations on the method of progressing waves.

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Anelastic Waves in Thin Plates,tic materials the equations of which contain higher time derivatives, the above assumptions are incorrect and it is necessary to establish a system of equations taking into account additional phenomena, such as rotary inertia, shear displacement, etc. This is done by changing the hypothesis or employing a method of successive approximations.

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Some Problems of the Mechanics of Extensible Strings,hanical and the mathematical points of view concern extensible strings, assumed to consist of elastic, visco-plastic materials. Several of these problems are discussed in the following; some are analyzed using various constitutive laws and pursuing especially the interaction between the two types of waves that can propagate in a string.

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Ventilator

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Propagation of Plane Shock Waves in a Stress-Relaxing Medium,he wave front with time resolution the order of 10. sec and with errors of only a few percent in amplitude [.]. Such measurements have demonstrated the existence of an elastic precursor wave preceding the plastic shock in many metals and similar but less understood wave structures in other materials.

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The Propagation of Small Amplitude Elastic-Plastic Waves in Pre-Stressed Cylindrical Bars,own to lead to a tolerable description of the propagation characteristics of elastic waves, for which an exact solution is known. For the elastic-plastic case it is shown that incremental pulses may travel at group velocities of the order of one half the elastic velocity, even when the plastic wave velocity vanishes.

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Pulse Propagation in a Viscoelastic Solid with Geometric Dispersion,ng by a circular cylindrical cavity in the infinite solid. In the corresponding elastic problem . waves, generated by the pulse-cavity interaction, are spatially non-decaying (in . about the cavity), periodic disturbances that predominate for long time. It is shown that their viscoelastic counterparts are spatially attenuated waves.

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Book 1964ians and experimenters. There‘ are a number of reasons for this; first, experimental methods for the generation and detection of high frequency mechanical waves have become available only with the advent of electronic techniques and of high speed photo­ graphic recording apparatus. Secondly, the appearan