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Theoretical transient currents from space‐charge swarms in fluids

机译:流体中空间电荷群的理论瞬变电流

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The mathematical problem of transient currents that are produced by space‐charge swarms after they are injected into liquids or gases is solved using a field‐independent mobility model for the charge carriers. Only one species of charge carrier is assumed to be present in the fluid‐containing drift space defined by parallel‐plane constant potential electrodes. An integral‐differential equation is derived for arbitrary initial charge distributions in the drift space. From its solution, the transient current waveform can be determined. When the initial current is in a steady state, the integral‐differential equation reduces to a nonlinear ordinary differential equation which is valid for initial currents that may or may not be space‐charge limited. This final equation is solved for the special case of small space‐charge fields. The analysis is also expected to apply to conduction in solids in some cases.
机译:使用电荷载流子的场独立迁移模型解决了空间电荷群注入液体或气体后产生的瞬态电流的数学问题。假定只有一种电荷载流子存在于由平行平面恒电位电极定义的含流体的漂移空间中。对于漂移空间中的任意初始电荷分布,得出了积分微分方程。根据其解决方案,可以确定瞬态电流波形。当初始电流处于稳定状态时,积分微分方程可简化为非线性常微分方程,该方程适用于可能受到空间电荷限制或不受空间电荷限制的初始电流。对于小空间电荷场的特殊情况,可以求解该最终方程。在某些情况下,该分析还有望应用于固体中的传导。

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    《Journal of Applied Physics 》 |1980年第8期| P.4076-4079| 共4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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