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Transient electric field and space‐charge behavior for unipolar ion conduction

机译:单极性离子传导的瞬态电场和空间电荷行为

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New analysis is presented using a unipolar ion‐mobility conduction model in planar geometry which solves for the transient behavior of the bulk electric field and space‐charge distributions as a function of time and space, as well as the resulting time dependence of the terminal quantities of voltage and current. The charge‐conservation quasilinear partial differential equation is solved using Lagrange's method with the method of characteristics. The analysis is generalized to handle any physically allowed initial and boundary conditions for any type of applied excitation. Special cases are examined of the turn‐on transient with the application of a step voltage or current, contrasting the behavior between space‐charge‐limited conditions where the emitter electric field is zero to those where the emitter field is nonzero. Much of the analysis yields closed‐form expressions.
机译:使用平面几何中的单极离子迁移率传导模型提出了新的分析方法,该模型解决了随时间和空间变化的整体电场和空间电荷分布的瞬态行为,以及最终量与时间的关系电压和电流。利用拉格朗日法和特征法求解电荷守恒拟线性偏微分方程。该分析被概括为处理任何类型的施加激励的任何物理允许的初始条件和边界条件。在特殊情况下,通过施加阶跃电压或电流来检查导通瞬态,从而比较了发射极电场为零和发射极电场为非零的空间电荷受限条件之间的行为。许多分析产生封闭形式的表达式。

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    《Journal of Applied Physics 》 |1974年第6期| P.2432-2440| 共9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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