The symplectic system of the viscoelastic cylinders is discussed in this paper only. For whole viscoelastic problems, the Hamiltonian system should be researched further.
本文仅就粘弹性柱体问题的对偶体系进行了研究，而对整个粘弹性力学问题的哈密顿体系方法只是一个开始。
参考来源 - 粘弹性柱体问题的对偶体系研究Beginning from the perfect application of Hamilton system in mechanics to describe the form and meaning of Hamilton system and also introduce the symplectic arithmetic which is used to solve Hamilton mate equation group.
从哈密顿体系应用最为成熟的力学问题入手，描述了哈密顿体系，引出求解哈密顿对偶方程组的辛算法。
参考来源 - 角锥喇叭天线的辛分析·2,447,543篇论文数据，部分数据来源于NoteExpress
本文主要讨论哈密顿体系理论在弹性力学中的具体应用。
In this paper, the application of Hamiltonian systematic theory in plate bending problem is studied.
对于哈密顿体系的偏微分方程分离变量，导致哈密顿型微分方程及本征值问题。
Separation of variable method is applied to Hamilton system, which derives to the eigenproblem of Hamilton differential equations.
结果再次表明经典力学中的弹性楔佯谬解对应的是哈密顿体系下辛几何的约当型解。
It shows further that solution of the special paradox in classical elasticity is just Jordan canonical form solutions in symplectic space under Hamiltonian system.
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