2015
DOI: 10.1155/2015/265321
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Theoretical Research Progress in High-Velocity/Hypervelocity Impact on Semi-Infinite Targets

Abstract: With the hypervelocity kinetic weapon and hypersonic cruise missiles research projects being carried out, the damage mechanism for high-velocity/hypervelocity projectile impact on semi-infinite targets has become the research keystone in impact dynamics. Theoretical research progress in high-velocity/hypervelocity impact on semi-infinite targets was reviewed in this paper. The evaluation methods for critical velocity of high-velocity and hypervelocity impact were summarized. The crater shape, crater scaling la… Show more

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Cited by 12 publications
(12 citation statements)
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“…This necessitates the development of in-situ experimental techniques to not only improve our observed understanding, but also to validate the simulated solutions. The experimental methods or even analytical methods quantify projectile velocity, stress, final penetration depth into the target, and the final target/projectile deformation [76]. Of these, only the stress may be measured with any temporal resolution given normally used methods, and none yield any information about target material behavior during the process beyond general bulk results.…”
Section: Methodsmentioning
confidence: 99%
“…This necessitates the development of in-situ experimental techniques to not only improve our observed understanding, but also to validate the simulated solutions. The experimental methods or even analytical methods quantify projectile velocity, stress, final penetration depth into the target, and the final target/projectile deformation [76]. Of these, only the stress may be measured with any temporal resolution given normally used methods, and none yield any information about target material behavior during the process beyond general bulk results.…”
Section: Methodsmentioning
confidence: 99%
“…where f is a non-dimensional function of the nondimensional shape parameters. Let us compare this formula with empirical scaling formulas, which adopt the form: 11,12,[15][16][17]27…”
Section: B Macroscopic Body Penetration: Dimensional Analysismentioning
confidence: 99%
“…As a particular solution of system (13,14,15), we prefer the one with β = 0, to obtain an expression ofD that does not contain v 0 . The corresponding determinant is non-vanishing and we find: α = −2/3, γ = 2/3, δ = −1.…”
Section: A Dimensional Analysismentioning
confidence: 99%
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“…The physical processes happening in the rods are separate from those occurring in the target, but they are constrained by the requirement that stress needs to be continuous across the projectile-target boundary and that displacement needs to be compatible at the boundary. For rigid projectile penetration, satisfying results can be obtained with Cavity Expansion Theory (CET) and internal friction theory [5]. However, in recent years, CET has been more extensively studied than the friction theory [6,[24][25][26], and new analytical models have been created around this CET approach.…”
mentioning
confidence: 99%