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Boundary element numerical method for the electric field generated by oblique multi-needle electrodes 被引量:3
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作者 LIU FuPing WANG AnLing +3 位作者 WANG AnXuan CAO YueZu CHEN Qiang YANG ChangChun 《Science China(Physics,Mechanics & Astronomy)》 SCIE EI CAS 2009年第2期189-197,共9页
According to the electric potential of oblique multi-needle electrodes (OMNE) in biological tissue, the discrete equations based on the indetermination linear current density were established by the boundary element i... According to the electric potential of oblique multi-needle electrodes (OMNE) in biological tissue, the discrete equations based on the indetermination linear current density were established by the boundary element integral equations (BEIE). The non-uniform distribution of the current flowing from multi-needle electrodes to conductive biological tissues was imaged by solving a set of linear equa- tions. Then, the electric field and potential generated by OMNE in biological tissues at any point may be determined through the boundary element method (BEM). The time of program running and stability of computing method are examined by an example. It demonstrates that the algorithm possesses a quick speed and the steady computed results. It means that this method has an important referenced sig- nificance for computing the field and the potential generated by OMNE in bio-tissue, which is a fast, effective and accurate computing method. 展开更多
关键词 OBLIQUE MULTI-NEEDLE ELECTRODES numerical simulation boundary element method biological TISSUES stability
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