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- W2023591757 abstract "A one-dimensional model of a cellular material is used to simulate deformation in compression at constant velocity. Each cell has a characteristic load-strain curve with a saddle transition to simulate cell collapse. Different cells may have different collapse forces. A damping term is included in the dynamic equations of motion, which are numerically integrated. Particular attention is given to the initiation of collapse and to its propagation, either to adjacent cells (band propagation) or in a random fashion. The actual behaviour depends on the imposed velocity and on the parameters of the characteristic equations. Low velocities tend to favour random propagation while high velocities originate a band that initiates at the moving end. At intermediate velocities two bands form. Equations are derived for the force for propagation of collapse under quasi-static and dynamic conditions. When there is a weaker element, collapse tends to initiate in it and may propagate to adjacent elements, under an approximately constant force which is affected by damping. When there are large differences among the collapse forces of the various elements, collapse occurs under an increasing load." @default.
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- W2023591757 date "1995-04-01" @default.
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- W2023591757 title "Initiation and propagation of cell collapse in dynamic compression of cellular materials" @default.
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