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逆散射法研讨槽中孤子的运动 被引量:2
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作者 王本仁 《声学技术》 CSCD 2000年第3期146-147,共2页
关键词 逆散射法 水槽 孤子运动 非线性方程
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基于Green函数的孤子微扰论直接法
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作者 颜家壬 《湖南师范大学自然科学学报》 EI CAS 北大核心 2001年第1期20-23,共4页
改进了我们近年所发展起来的一种孤子微扰论直接法 .首先将孤子方程线性化 ,然后求出各级近似方程的Green函数 。
关键词 孤子微扰论 KDV方程 GREEN函数 直接法 孤子运动 分离变量法 线性化 微分算子
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Features of Motion of Soliton Transported Bio-energy in Aperiodic α-Helix ProteinMolecules with Three Channels
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作者 PANG Xiao-Feng LIU Mei-Jie 《Communications in Theoretical Physics》 SCIE CAS CSCD 2009年第1期170-180,共11页
The structure aperiodicities can influence seriously the features of motion of soliton excited in the α-helix protein molecules with three channels. We study the influence of structure aperiodicities on the features ... The structure aperiodicities can influence seriously the features of motion of soliton excited in the α-helix protein molecules with three channels. We study the influence of structure aperiodicities on the features of the soliton in the improved model by numerical simulation and Runge-Kulta method. The results obtained show that the new soliton is very robust against the structure aperiodieities including large disorder in the sequence of mass of the amino acids and fluctuations of spring constant, coupling constant, dipole-dipole interactional constant, ground state energy and chain-chain interaction. However, very strong structure aperiodieities can also destroy the stability of the soliton in the α-helix protein molecules. 展开更多
关键词 structure aperiodicity SOLITON stability PROTEIN BIO-ENERGY Runge-Kulta method
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Envelope Solitons Perturbed by Stochastic Noise
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作者 REN Xi-Mei ZENG Shang-You ZHAO De-Jiang TANG Yi 《Communications in Theoretical Physics》 SCIE CAS CSCD 2009年第11期897-900,共4页
We perform langevin dynamics simulation for envelope solitons in an FPU-β lattice,with the nearestneighborinteraction and quartic anharmonicity.We get the motion equations of our discrete system by adding noiseand da... We perform langevin dynamics simulation for envelope solitons in an FPU-β lattice,with the nearestneighborinteraction and quartic anharmonicity.We get the motion equations of our discrete system by adding noiseand damping to the set of deterministic motion equations.We define'half-time'as the time when the amplitude of theenvelope soliton decreases by half due to damping.And then the mass,center and half-time of the perturbed envelopesoliton are numerically simulated,beginning with the discrete envelope soliton at rest.Results show successfully hownoise affects behavior of the envelope soliton. 展开更多
关键词 envelope soliton noise DAMPING
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槽中双孤子互作用的微扰求解 被引量:1
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作者 王本仁 《物理学报》 SCIE EI CAS CSCD 北大核心 2002年第4期823-827,共5页
孤子运动的Miles方程是一个具特征的非线性Schr dinger型方程 .借求孤子解的微扰法 ,导出所遵循的矩阵方程 ,和孤子解的修正量δu(x ,λ) .并据双孤子解 。
关键词 Miles方程 微扰 孤子 孤子互作用 非线性 水波孤子运动
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