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- Publications
- Influence
Non-Hyper-Singular Boundary Integral Equations for Acoustic Problems, Implemented by the Collocation-Based Boundary Element Method
- Z. Qian, Z. D. Han, P. Ufimtsev, S. Atluri
- Physics
- 1 October 2004
The weak-form of Helmholtz differential equation, in conjunction with vector test-functions (which are gradients of the fundamental solutions to the Helmholtz differential equation in free space) is… Expand
The utility based tow-stage wireless network resource allocation
- Song Ya-nan, Z. Qian
- Computer Science
- IEEE 4th International Conference on Software…
- 23 May 2013
TLDR
[The ultrastructure of compound eye in the Portunus tritubereulatus under different wavelength lights adaptation].
- Y. T. Luo, C. Sheng, Z. Qian, H. Q. Zhang
- Biology, Medicine
- Fen zi xi bao sheng wu xue bao = Journal of…
- 1 April 2006
The fine structure of compound eye in Portunus tritubereulatus under different wavelength lights adaptation was studied with electron microscopy. The Portunus tritubereulatus were trained in a… Expand
A Fast Regularized Boundary Integral Method forPractical Acoustic Problems
To predict the sound field in an acoustic problem, the well-known non-uniqueness problem has to be solved. In a departure from the common approaches used in the prior literature, the weak-form of the… Expand
Directly Derived Non-Hyper-Singular Boundary Integral Equations for Acoustic Problems, and Their Solution through Petrov-Galerkin Schemes
Novel non-hyper-singular (i.e., only strongly-singular) boundary-integral-equations for the gradients of the acoustic velocity potential, involv- ing only O(r −2 ) singularities at the surface of a… Expand