西安电子科技大学学报(自然科学版)
西安電子科技大學學報(自然科學版)
서안전자과기대학학보(자연과학판)
Journal of Xidian University (Natural Science)
2015年
5期
80-85
,共6页
赵博%龚书喜%王兴%董海林
趙博%龔書喜%王興%董海林
조박%공서희%왕흥%동해림
体积分方程%渐近波形估计%宽带散射
體積分方程%漸近波形估計%寬帶散射
체적분방정%점근파형고계%관대산사
volume integral equation%asymptotic waveform evaluation%wide-band scattering
应用渐近波形估计技术,快速分析了基于体积分方程的任意非均匀介质体的宽带电磁散射特性。对于任意非均匀介质体的散射分析,需要考虑介质分界面两侧体电流的法向不连续性,采用体积分方程并对电通量密度进行SWG基函数展开,很好地解决了这个问题。而对于非均匀介质体的宽带散射分析,逐个频点计算雷达散射截面是非常耗时的,文中首先采用渐近波形估计技术,推导和计算阻抗矩阵和激励矢量的高阶导数,然后在给定频点对电通量密度进行展开,用padé逼近进一步展开带宽,可以快速预估频带内任意频点的电通量密度,进而获得非均匀介质体的宽带散射特性,大大减少了计算时间。最后通过数值算例验证了该方法的准确性与高效性。
應用漸近波形估計技術,快速分析瞭基于體積分方程的任意非均勻介質體的寬帶電磁散射特性。對于任意非均勻介質體的散射分析,需要攷慮介質分界麵兩側體電流的法嚮不連續性,採用體積分方程併對電通量密度進行SWG基函數展開,很好地解決瞭這箇問題。而對于非均勻介質體的寬帶散射分析,逐箇頻點計算雷達散射截麵是非常耗時的,文中首先採用漸近波形估計技術,推導和計算阻抗矩陣和激勵矢量的高階導數,然後在給定頻點對電通量密度進行展開,用padé逼近進一步展開帶寬,可以快速預估頻帶內任意頻點的電通量密度,進而穫得非均勻介質體的寬帶散射特性,大大減少瞭計算時間。最後通過數值算例驗證瞭該方法的準確性與高效性。
응용점근파형고계기술,쾌속분석료기우체적분방정적임의비균균개질체적관대전자산사특성。대우임의비균균개질체적산사분석,수요고필개질분계면량측체전류적법향불련속성,채용체적분방정병대전통량밀도진행SWG기함수전개,흔호지해결료저개문제。이대우비균균개질체적관대산사분석,축개빈점계산뢰체산사절면시비상모시적,문중수선채용점근파형고계기술,추도화계산조항구진화격려시량적고계도수,연후재급정빈점대전통량밀도진행전개,용padé핍근진일보전개대관,가이쾌속예고빈대내임의빈점적전통량밀도,진이획득비균균개질체적관대산사특성,대대감소료계산시간。최후통과수치산례험증료해방법적준학성여고효성。
The asymptotic waveform evaluation ( AWE) based on the volume integral equation ( VIE) is applied to accelerate wide‐band electromagnetic scattering properties of arbitrarily shaped inhomogeneous dielectric bodies . For the analysis over a single frequency , the discontinuity of the normal component of the volume current on both sides of the medium interface should be considered . Nevertheless , the problem can be solved well by adoption of VIE and expansion of the electric flux density with SWG basis functions . However , the wide‐band analysis requires repeated radar cross section ( RCS) calculations over different frequencies,whichtakesexcessivelymuchtime.Toacquirethepredictionofwide‐bandRCSrapidly,inthis paper , AWE greatly reduces the computation time by deducing and computing the high derivatives of the impedance matrix and excitation vector , expanding the electric flux density with the Taylor series and further broadening the bandwidth using padé approximation . Finally ,numerical examples are displayed to demonstrate the accuracy and efficiency of this method .