參考文獻(xiàn)
[1] SATO S, MENJU S, AOYAGI K, et al.Electric field calculation in 2 dimensional multiple dielectric by the use of elliptic cylinder charge[C]//3rd ISH Symp,1979.
[2] UTMISCHI D.Chargesimulation method for three dimensional high voltage fields[C]//3rd ISH Symp,1979.
[3] 盧鐵兵,馮晗,崔翔. 基于上流有限元法對(duì)高壓直流輸電線路下合成電場(chǎng)的研究[J] . 電網(wǎng)技術(shù),2008,32(2) :13-16.
[4] 蘇國(guó)政,黃道春,余世峰,等. 特高壓緊湊型輸電線路工頻電場(chǎng)強(qiáng)度計(jì)算[J] . 武漢大學(xué)學(xué)報(bào)(工學(xué)版),2007,40(3) :99-102.
[5] 邢修武,馬孝平. 基于有限元的輸電導(dǎo)線電磁環(huán)境評(píng)估與預(yù)測(cè)[J] . 電力科學(xué)與技術(shù)學(xué)報(bào),2011,26(3) :68-74.
[6] SHAO Wei, WANG Bingzhong, YU Zhongjun.Space-Domain Finite-Difference and Time-Domain Moment Method for Electromagnetic Simulation[J].IEEE Transactions on Electromagnetic Compatibility,2006,48(1) :10-18.
[7] HARRINGTON R F.Field Computation by Moment Methods[M].New York :Wiley-IEEE Press,1993.
[8] 袁一飛. 基于邊界元法的超高壓輸電線路工頻電場(chǎng)研究[D]. 重慶:重慶大學(xué),2008.
[9] 俞集輝,周超. 復(fù)雜地勢(shì)下超高壓輸電線路的工頻電場(chǎng)[J]. 高電壓技術(shù),2006,32(1) :18-20.
[10] 張東良. 起伏地表?xiàng)l件下的直流電場(chǎng)有限差分?jǐn)?shù)值模擬[D]. 長(zhǎng)春:吉林大學(xué),2011.
[11] 侯宇. 復(fù)雜地形下高壓交流輸電線路的工頻電場(chǎng)仿真研究[D]. 南京:南京師范大學(xué),2017.