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Efficient Multi-Scale Self-Consistent Simulation of Planar Schottky-Barrier Carbon Nanotube Field-Effect Transistors and Arrays

机译:平面肖特基屏障碳纳米管场效应晶体管和阵列的高效多尺度自一致性模拟

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A numerical simulation tool for Schottky-Barrier Carbon Nanotube Field-Effect Transistors (SB- CNFETs), based on self-consistent solution of Poisson and continuity equations was developed. Method of moments is used for solving Poisson equation. Continuity equations are solved using current boundary conditions. Boundary currents are those currents tunneling through Schottky barriers at the contacts, which are calculated numerically using transfer matrix method. Regarding long devices, we have exploited the fact that, except near the contacts, the potential on most of the channel length is slowly varying to reduce the computational burden. During the solution of Poisson equation, mapping this part of the device into much smaller length has no perceptible effect on the accuracy of solution; however, it saves much of the simulation time and memory and allows the calculation of transport characteristics inaccessible to classical techniques.
机译:开发了一种基于自我一致的泊松和连续性方程式的肖特基屏障碳纳米管场效应晶体管(SB-CNFET)的数值模拟工具。矩的方法用于求解泊松方程。使用当前边界条件解决了连续性方程。边界电流是通过在触点处的肖特基屏障隧穿的那些电流,其使用传递矩阵方法在数值上计算。关于长设备,我们已经利用了除近触点附近的事实,大多数频道长度的电位慢得更变化,以减少计算负担。在泊松方程的解决方案期间,将该部件的映射到更小的长度,对解决方案的准确性没有明显的影响;但是,它节省了大量的模拟时间和内存,并允许计算古典技术无法访问的传输特性。

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