The shape factor of the capacitance of a conductor

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The shape factor of the capacitance of a conductor

机译：导体电容的形状因数

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This paper shows, analytically and numerically, that the capacitance is a slowly changing function of the conductor shape. This slow change can be monitored by a ‘‘shape factor’’ which is independent of the conductor size. Because of this slow change, from the tabulation of the shape factor, the capacitance of many conductors of arbitrary sizes and shapes with both convex and concave surfaces, can be estimated to an error of 5% or less.

机译：本文通过分析和数字显示，电容是导体形状的缓慢变化函数。可以通过与导体尺寸无关的“形状因数”来监控这种缓慢的变化。由于这种缓慢的变化，从形状系数表中可以估算出许多具有凸面和凹面的任意大小和形状的导体的电容，误差为5％或更小。

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《Journal of Applied Physics》 |1982年第12期|P.8470-8475|共6页
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收录信息美国《科学引文索引》(SCI);美国《工程索引》(EI);美国《生物学医学文摘》(MEDLINE);
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1. Optimal with respect to Accuracy Algorithms for Calculation of Multidimensional Weakly Singular Integrals and Applications to Calculation of Capacitances of Conductors of Arbitrary Shapes [J] . Ilya V. Boikov, Alexander G. Ramm Acta Applicandae Mathematicae: An International Journal on Applying Mathematics and Mathematical Applications . 2003,第3期

机译：关于多维弱奇异积分的精度算法的优化及其在任意形状导体电容计算中的应用
2. Optimal with Respect to Accuracy Algorithms for Calculation of Multidimensional Weakly Singular Integrals and Applications to Calculation of Capacitances of Conductors of Arbitrary Shapes [J] . Ilya V. Boikov, Alexander G. Ramm Acta Applicandae Mathematicae . 2003,第3期

机译：多维弱奇异积分计算的精度优化算法及其在任意形状导体电容计算中的应用
3. Influence of profile shape factors on intrinsic Si-MESFET device capacitances under diffusion mechanism [J] . Rajesh S., Thomas C. IEEE Transactions on Electron Devices . 1998,第1期

机译：扩散机制下轮廓形状因子对本征Si-MESFET器件电容的影响
4. Using Adaptive Dynamic Surfaces For Shape Reconstruction of Perfect Electric Conductors of Arbitrary Shape [C] . Mohammadreza Eskandari, Reza Safian Asia Pacific Microwave Conference . 2009

机译：采用自适应动态表面进行任意形状的完美电导体形状重构
5. EFFECT OF CONDUCTOR THICKNESS ON THE MODE CAPACITANCES OF SHIELDED STRIP TRANSMISSION LINES. [D] . KNIGHTEN, JAMES LEO. 1976

机译：导体厚度对屏蔽带状传输线的模式电容的影响。
6. Changes of Action Potential Shape and Velocity for Changing Core Conductor Geometry [O] . Steven S. Goldstein, Wilfrid Rall 1974

机译：用于改变芯导体几何形状的动作电位形状和速度的变化
7. Optimal with respect to accuracy algorithms for calculation of multidimensional weakly singular integrals and applications to calculations of capacitances of conductors of arbitrary shapes [O] . Boikov, I., Ramm, A. G. 2004

机译：关于精度算法的最优计算多维弱奇异积分和计算应用任意形状导体的电容
8. THERMAL DIFFUSION COLUMN SHAPE FACTORS:PART II. SHAPE FACTORS BASED ON THE LENNARD-JONES (6-12) INTERMOLECULAR FORCE MODEL [R] . E. Von Halle, R. L. Hoglund 1966

机译：热扩散柱形状因子：第二部分。基于LENNaRD-JONEs（6-12）分子力模型的形状因子

The shape factor of the capacitance of a conductor

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