Titlebook: Deterministic Solvers for the Boltzmann Transport Equation; Sung-Min Hong,Anh-Tuan Pham,Christoph Jungemann Book 2011 Springer-Verlag/Wien

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Mets552

佛刊

Efficient 2D k-Space Discretization and Non-Linear Interpolation Schemese denoted as .,??. The foci of this section are the efficient 2D .-space discretization and non-linear interpolation schemes. The . ?. solver consumes typically the largest part of the CPU time during transport simulations including the . ?. SE [1,?2,?3]. An efficient discretization of the 2D .-spac

orthodox

忙碌

Resultsng the simulation results to the long-channel low-field mobility measurements for bulk Si PMOSFETs from Takagi [5] at three lattice temperatures 223, 300, and 443?K shown in Fig.?12.1 (top). As in [3,?4], a phonon energy of .ω?=?61.?2?meV was used and kept fixed in this work. The other four scatteri

Hirsutism

Efficient 2D k-Space Discretization and Non-Linear Interpolation Schemessed on the coordinates .,?? has been used, which requires to solve the . ?. SE for many (.,??) grid points in order to get an accurate energy interpolation. In this work, the subband energy and the probability density function for an arbitrary in-plane wave vector are determined by an efficient inte

Perineum

Iteration Methodsht)) with the new deterministic method to solve BTE converge linearly with simulation time similar to the Gummel loop in the classical drift-diffusion based TCAD device simulators [4,?6], and thus much faster than an MC algorithm with its square root dependence?[7]. In addition, the deterministic re

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