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31篇 您的检索式:作者名="ASLAM T D"
    题名 作者 年代 出处 被引量
1Level Set Methods Applied to Modeling Detonation Shock Dynamics 显示文摘 Bdzil J B Stewart D S 1996J Comput Phys1996,126,:1
2Optimization of medium composition by response surface methodology for the production of tartaric acid by Gluconobacter suboxydans显示文摘Maniha D Aslam Z Panda T 1998Bioprocess Engineering1998,,19:1
3Level S et Methods Applied to Modeling Detonation Shock Dynamics 显示文摘 Bdzil J B Stewart D S J Comp Phys0,126,:1
4Mapped weighted essentially non-oscillatory schemes: achieving optimal order near critical points 显示文摘Henrick A K Aslam T D 2005Journal of Computa- tional Physics2005,207,:1
5A Level Set algorithm for tracking discontinuities in hyperbolic conservation laws I:scalar equations显示文摘ASLAM T D 2001J Comput Phys2001,167,:1
6A non-oscillatory Eulerian approach to interfaces in multimaterial flows (the ghost fluid method)显示文摘FEDKIW R P ASLAM T D MERRIMAN B 1999J Comput Phys1999,152,:1
7The ghost fluid method for deflagration and detonation discontinuities显示文摘FEDKIW R P ASLAM T D XU S J 1999J Comput Ph ys1999,154,:1
8A level set algorithm for tracking discontinuities in hyperbolic conservation laws Ⅰ: Scalar equations 显示文摘Aslam T D 2001Journal of Computational Physics2001,167,:1
9A level-set algorithm for tracking discontinuities in hyperbolic conservation laws 显示文摘Aslam T D 2001J Comput Phys2001,167,:1
10Mapped weighted essentially non-oscillatory schemes: achieving optimal order near critical points显示文摘Henriek A K Aslam T D Powers J M 2005Journal of Computational Physics2005,207,:1
11A level-set algorithm for tracking discontinuities in hyperbolic conservation laws:I,Scalar Equations显示文摘Aslam T D 2001J Comput Phys2001,167,:1
12Level set methods applied to modeling detonation shock dynamics显示文摘Aslam T D Bdzil J B Stewar D S 1996Journal of Computational Physics1996,126,2:1
13Mapped weighted essentially non-oscillatory schemes: Achieving optimal order near critical points 显示文摘Henrick A K Aslam T D Powers J M 2005Journal of Computational Physics2005,207,:1
14Mapped weighted essentially non-oscillatory schemes: Achieving optimal order near critical points显示文摘Henrick A K Aslam T D Powers J M 2005J Comput Phys2005,207,:1
15Earthquake rocking response of rigid bodies 显示文摘Aslam M Godden W G Scalise D T 1980Journal of the Engineering Mechanics Division ASCE1980,106,2:1
16A Level Set algorithm for tracking discontinuities in hyperbolic conservation laws I: Scalar equations显示文摘Aslam T D 2001Journal of Computational Physics2001,167,2:1
17A non-oscillatory Eulerian approach to interfaces in multimaterial flows (the ghost fluid method)显示文摘Fedkiw R P Aslam T D Merriman B 1999Journal of Computational Physics1999,152,2:1
18Level set methods applied to modeling detonation shock dynamics 显示文摘Aslam T D Bdzil J B Stewart D S 1996J Comput Phys1996,126,2:1
19The ghost fluid method for deflagration and detonation discontinuities显示文摘Fedkiw R P Aslam T D Xu S J 1999Journal of Computational Physics1999,154,2:1
20An antibiotic produced by an insect-pathogenic bacterium suppresses host defenses through phenoloxi- dase inhibition显示文摘Eleftherianos I Boundy S joyce S A Aslam S Marshall J W Cox R J Simpson T J Clarke D J ffrench-Constant R H Reynolds S E 2007Proceedings of the National Academy of Sciences of the United States of America2007,104,7:1
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