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Solution of Nonlinear Advection-Diffusion Equations via Linear Fractional Map Type Nonlinear QCA 被引量:1
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作者 Shinji Hamada Hideo Sekino 《Journal of Quantum Information Science》 2016年第4期263-295,共33页
Linear fractional map type (LFMT) nonlinear QCA (NLQCA), one of the simplest reversible NLQCA is studied analytically as well as numerically. Linear advection equation or Time Dependent Schr&ouml;dinger Equation (... Linear fractional map type (LFMT) nonlinear QCA (NLQCA), one of the simplest reversible NLQCA is studied analytically as well as numerically. Linear advection equation or Time Dependent Schr&ouml;dinger Equation (TDSE) is obtained from the continuum limit of linear QCA. Similarly it is found that some nonlinear advection-diffusion equations including inviscid Burgers equation and porous-medium equation are obtained from LFMT NLQCA. 展开更多
关键词 Nonlinear Quantum Cellular Automaton QCA Quantum Walk Linear Fractional Map Advection-Diffusion Equation Burgers Equation porous-medium Equation SOLITON
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