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QUANTUM BAND STRUCTURE CALCULATING METHOD AND QUANTUM BAND STRUCTURE CALCULATING PROGRAM

机译:量子带结构计算方法和量子带结构计算程序

摘要

PROBLEM TO BE SOLVED: To provide a quantum band structure calculating method based on a finite element method which can solve a problem with generation of a spurious solution without with identification based on a wave function or a troublesome mathematical procedure.;SOLUTION: When a band structure as a calculation target is a valence band, constants other than the potential energy are equal to constants other than potential energy of a first semiconductor; also the processing to store in a memory 2 the constants of a second semiconductor whose potential energy is larger than that of the first semiconductor is performed; a second quantum structure having the second semiconductor set outside of a first quantum structure using a finite element method is made spatially discrete at a calculator 3; a band structure, a wave function, and a momentum matrix element are calculated by changing a wave number in the discrete space; and the calculated band structure, wave function, and momentum matrix element are stored in the memory 2.;COPYRIGHT: (C)2009,JPO&INPIT
机译:解决的问题:提供一种基于有限元方法的量子能带结构计算方法,该方法可以解决产生杂散解的问题,而无需基于波动函数或麻烦的数学程序进行识别。作为计算对象的结构是价带,势能以外的常数等于第一半导体的势能以外的常数。还进行将势能大于第一半导体的第二半导体的常数存储在存储器2中的处理;在计算器3中使具有使用有限元方法在第一量子结构之外设置第二半导体的第二量子结构在空间上离散。通过改变离散空间中的波数来计算能带结构,波函数和动量矩阵元素。并将计算出的能带结构,波函数和动量矩阵元素存储在存储器2中; COPYRIGHT:(C)2009,JPO&INPIT

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