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Titlebook: Advances in One-Dimensional Wave Mechanics; Towards A Unified Cl Zhuangqi Cao,Cheng Yin Book 2014 Shanghai Jiao Tong University Press, Shan

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期刊全称Advances in One-Dimensional Wave Mechanics
期刊简称Towards A Unified Cl
影响因子2023Zhuangqi Cao,Cheng Yin
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发行地址Introduces a completely new concept of the scattered sub-waves via the Analytical Transfer Matrix (ATM) method.Develops a relatively simple method to accurately solve one-dimensional problems in quant
图书封面Titlebook: Advances in One-Dimensional Wave Mechanics; Towards A Unified Cl Zhuangqi Cao,Cheng Yin Book 2014 Shanghai Jiao Tong University Press, Shan
影响因子.Advances in One-Dimensional Wave Mechanics. provides a comprehensive description of the motion of microscopic particles in one-dimensional, arbitrary-shaped potentials based on the analogy between Quantum Mechanics and Electromagnetism. Utilizing a deeper understanding of the wave nature of matter, this book introduces the concept of the scattered sub-waves and a series of new analytical results using the Analytical Transfer Matrix (ATM) method. This work will be useful for graduate students majoring in physics, mainly in basic quantum theory, as well as for academic researchers exploring electromagnetism, particle physics, and wave mechanics and for experts in the field of optical waveguide and integrated optics..Prof. .Zhuangqi Cao. is a Professor of Physics at Shanghai Jiao Tong University, China..Dr. .Cheng Yin. is a teacher at Jiangsu Key Laboratory of Power Transmission and Distribution Equipment Technology, Hohai University, China..
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Chile: A Pioneer in Trade Policyn, the wavenumber is modified by considering the scattered subwaves, which include all the multi-reflection and refraction effect due to the potential inhomogeneity. Various examples are presented and the expression is also generalized to particles with position-dependent effective mass.
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method to accurately solve one-dimensional problems in quant.Advances in One-Dimensional Wave Mechanics. provides a comprehensive description of the motion of microscopic particles in one-dimensional, arbitrary-shaped potentials based on the analogy between Quantum Mechanics and Electromagnetism. Ut
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