The significance of different Pi terms which result from a dimensional analysis of the parameters involved in hypervelocity impact is discussed. The consequences of distorting some physical phenomena in models are analyzed, and experimental verification Is presented for the use of replica and dissim
Hypervelocity impact modeling with different equations of state
โ Scribed by M.E. Povarnitsyn; K.V. Khishchenko; P.R. Levashov
- Publisher
- Elsevier Science
- Year
- 2006
- Tongue
- English
- Weight
- 603 KB
- Volume
- 33
- Category
- Article
- ISSN
- 0734-743X
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โฆ Synopsis
This study focuses on the simulation of hypervelocity impact problems with different equations of state (EOSs). We used a high-order multi-material Godunov method in Eulerian form and applied an ''exact'' multi-material Riemann solver to find more accurate individual phase advection fluxes regardless of the aggregate state. We investigated effects of melting in strong shock waves, evaporation in rarefaction waves and spallation. We found that a careful treatment of the spall formation mechanism is of greatest importance in obtaining accurate numerical results. Three types of wide-range EOSs are discussed-caloric EOS in unified analytical form for condensed and rarefied matter; thermodynamically complete stable multi-phase EOS in tabular form which does not allow for metastable states; and thermodynamically complete metastable EOS in tabular form which permits metastable gas, liquid or solid phases.
๐ SIMILAR VOLUMES
An explicit, r-adaptive finite element method is described for application to hypervelocity impact and penetration problems. Here, r-adaptivity refers to a numerical scheme in which the nodes of the mesh are moved to improve the quality of the mesh. The radaptive scheme implemented here is similar t