EXPERIMENTAL AND NUMERICAL-SIMULATION OF HIGH-VELOCITY IMPACT ON STEEL TARGETS

Citation
V. Hohler et al., EXPERIMENTAL AND NUMERICAL-SIMULATION OF HIGH-VELOCITY IMPACT ON STEEL TARGETS, International journal of impact engineering, 14(1-4), 1993, pp. 325-334
Citations number
11
Categorie Soggetti
Engineering, Mechanical
ISSN journal
0734743X
Volume
14
Issue
1-4
Year of publication
1993
Pages
325 - 334
Database
ISI
SICI code
0734-743X(1993)14:1-4<325:EANOHI>2.0.ZU;2-G
Abstract
The perforation process of steel plates at normal impact by cylindrica l steel fragments together with the debris cloud expansion have been s tudied in the velocity range 2 - 3 km/s. The fragments have a length-t o-diameter ratio of 1.035 and a mass of 51g. Fragment and target mater ials are 9SMn28 and C45, respectively. Two plate thicknesses of 20 and 30 mm have been tested. These thicknesses are in the order of the pen etration depth in the semi-infinite target. In addition the cratering in the semi-infinite target has been investigated. The crater dimensio ns on the target front side are comparable for both, the plate targets and the semi-infinite targets. The degree of fragmentation in the deb ris cloud increases with velocity and is smaller in case of the 30 mm target. The ratio of longitudinal to lateral dimensions of the debris clouds is independent of the target thickness, but dependent on the di stance from the plate rear side. This ratio increases with distance an d converges at larger distances versus nearly hemispherical expansion. A further goal of this paper is the application of a Lagrangian code to the numerical simulation of the impact process in the semi-infinite target. For this purpose the LS-DYNA2D code with a new erosion option has been used. Material input data are the static material properties as well as shock wave data determined from planar impact tests for th e steels used here. LS-DYNA2D with its new erosion option can predict in a good agreement the particle velocity history of the planar impact tests and the crater shapes in the semi-infinite target.