Abstract
Abnormal expansion phenomena occur in various types of shocked porous materials with relatively high porosity. In this work, we propose a way to treat the shock velocity D and particle velocity u data of shocked porous materials and then deduce a new equation of state (EOS). Validations show that this new EOS can well describe the pressure-volume data of porous materials over a wide range of porosity and pressure. In particular, the abnormal expansion is satisfactorily reproduced. Furthermore, based on the new EOS, a unified functional form of the EOS is deduced to describe the shock, isentropic, and isothermal compression of solid materials, which facilitates the mutual calculation among different kinds of compression states.
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