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Reply to Comments on 'An Analysis of a Staked Dipole Probe on a Lossy Earth Plane Using the Finite Difference Time Method'

机译：对“使用有限时差法分析有损地球上的偶极子探针的分析”的评论答复

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Griffith Sciences, Griffith School of Engineering

机译：格里菲斯工程学院，格里菲斯科学

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Thiel David; Mittra R.;
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年度 1999
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正文语种 English
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专利

1. Response to comments on "An analysis of a staked dipole probe on a lossy earth plane using the finite-difference time-domain method" [and reply] [J] . Wait J.R., Thiel D.V. IEEE Transactions on Geoscience and Remote Sensing . 1999,第1期

机译：对“使用有限差分时域方法分析有损地球平面上的桩偶极子探针”的评论的回复[和回复]
2. An analysis of a staked dipole probe on a lossy Earth plane using the finite-difference time-domain method [J] . Thiel D.V., Mittra R. IEEE Transactions on Geoscience and Remote Sensing . 1997,第5期

机译：时域有限差分法分析有损地球平面上的桩偶极子探针
3. Comments, on 'Comparison of the FFT conjugate gradient method and the finite-difference time domain method for the 2-D absorption problem' (and reply) [J] . Sarkar T.K., Borup D.T. IEEE Transactions on Microwave Theory and Techniques . 1988,第1期

机译：评论“关于二维吸收问题的FFT共轭梯度法和时域有限差分时域方法的比较”（和回复）
4. Lossy Microstrip and Like-Microstrip Discontinuities Analysis Using Time-Domain Finite-Difference Method [C] . Guo, X., Yang, . 2001

机译：时域有限差分法分析有损微带和类似微带间断
5. Part I. Improved handling to geometry details in finite difference time domain method. Part II. Method of circuit extraction using finite difference frequency domain matrix formulation with application to power bus modeling. [D] . Xiao, Kai. 2005

机译：第一部分。改进的有限时域时域方法处理几何细节。第二部分使用有限差分频域矩阵公式的电路提取方法及其在电力总线建模中的应用。
6. Comprehensive Numerical Analysis of Finite Difference Time Domain Methods for Improving Optical Waveguide Sensor Accuracy [O] . M. Mosleh E. Abu Samak, A. Ashrif A. Bakar, Muhammad Kashif, 2016

机译：时域有限差分法提高光波导传感器精度的综合数值分析
7. An Analysis of a Staked Dipole Probe on a Lossy Earth Plane Using the Finite-Difference Time-Domain Method [O] . Thiel David, Mittra Raj 1997

机译：有限差分时域法分析有损地球平面上的叉形偶极子探针

Reply to Comments on 'An Analysis of a Staked Dipole Probe on a Lossy Earth Plane Using the Finite Difference Time Method'

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