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Methods of Electronic Optics Simulation Based on Numerical Solving the Vlasov-Poisson Equation

机译:基于Vlasov-Poisson方程数值解的电子光学仿真方法

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Two methods for simulation the motion of electron flows in vacuum, considering the thermal spread of velocities and space charge are presented. The first one is based on the numerical solution of the Vlasov-Poisson equations using the finite volume method, and the second is based on a particle-in-cell approach in phase space. Both methods were tested on a one-dimensional vacuum diode. The calculated current-voltage characteristics of the diode are in good agreement with each other, and with space-charge limited currents, predicted by Child-Langmuir law. These methods allowed us to study near-emitter region considering electrons thermal velocity spread, and space charge cloud, and to calculate the cut off voltage. The advantages and disadvantages of both methods are also discussed.
机译:提出了两种模拟电子在真空中运动的方法,其中考虑了速度和空间电荷的热扩散。第一个基于使用有限体积方法的Vlasov-Poisson方程的数值解,第二个基于相空间中的质点方法。两种方法都在一维真空二极管上进行了测试。由Child-Langmuir定律预测,所计算出的二极管的电流-电压特性相互之间非常吻合,并且与空间电荷限制电流非常吻合。这些方法使我们能够在考虑电子热速度扩散和空间电荷云的情况下研究近发射极区域,并计算截止电压。还讨论了这两种方法的优缺点。

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