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離子通道之量子校正漂移擴散數學模型 = A Quantum-Correc...

吳信宏

離子通道之量子校正漂移擴散數學模型 = A Quantum-Corrected Drift Diffusion Model for Ionic Channel

Record Type:	Language materials, printed : monographic
Paralel Title:	A Quantum-Corrected Drift Diffusion Model for Ionic Channel
Author:	吳信宏,
Secondary Intellectual Responsibility:	國立高雄大學
Place of Publication:	[高雄市]
Published:	撰者;
Year of Publication:	民99[2010]
Description:	36面圖，表 : 30公分;
Subject:	量子校正的漂移擴散模型
Subject:	quantum-corrected drift diffusion model
Online resource:	http://handle.ncl.edu.tw/11296/ndltd/83089786602639817030
Summary:	針對離子通道，我們提出了量子校正的漂移擴散模型，並且轉換為自伴隨型式。模擬鉀和氯離子通過長度3.5 奈米的離子通道，比較其量子校正的漂移擴散模型和古典漂移擴散模型的差別，發現量子校正項對於電流和電壓有些微的影響。 A drift diffusion model coupled with the density gradient method as quantum mechanical corrections is proposed and numerically investigated for ionic channel. The model is completely self-adjoint for all state variables and hence provides many appealing mathematical features such as global convergence with simple initial guesses and highly parallelizable. Numerical simulations on K channel with the channel length 3.5 nm using this model have been performed and compared with that using the classical drift diffusion model. It is shown that the I-V characteristics of this ionic channel is corrected by the density-gradient equations with current drive reduced by about 6.6% comparing with that of the classical model along.

離子通道之量子校正漂移擴散數學模型 = A Quantum-Corrected Drift Diffusion Model for Ionic Channel
吳, 信宏

離子通道之量子校正漂移擴散數學模型 = A Quantum-Corrected Drift Diffusion Model for Ionic Channel / 吳信宏撰 - [高雄市] : 撰者, 民99[2010]. - 36面 ; 圖，表 ; 30公分.
參考書目：面.
量子校正的漂移擴散模型quantum-corrected drift diffusion model

離子通道之量子校正漂移擴散數學模型 = A Quantum-Corrected Drift Diffusion Model for Ionic Channel
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328 $a 碩士論文--國立高雄大學應用數學系碩士班
330 $a 針對離子通道，我們提出了量子校正的漂移擴散模型，並且轉換為自伴隨型式。模擬鉀和氯離子通過長度3.5 奈米的離子通道，比較其量子校正的漂移擴散模型和古典漂移擴散模型的差別，發現量子校正項對於電流和電壓有些微的影響。 A drift diffusion model coupled with the density gradient method as quantum mechanical corrections is proposed and numerically investigated for ionic channel. The model is completely self-adjoint for all state variables and hence provides many appealing mathematical features such as global convergence with simple initial guesses and highly parallelizable. Numerical simulations on K channel with the channel length 3.5 nm using this model have been performed and compared with that using the classical drift diffusion model. It is shown that the I-V characteristics of this ionic channel is corrected by the density-gradient equations with current drive reduced by about 6.6% comparing with that of the classical model along.
510 1 $a A Quantum-Corrected Drift Diffusion Model for Ionic Channel
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