1) circumferential symplectic system
环向辛体系
1.
With similar form of Hamiltonian function in symplectic system of rectangular coordinate elasticity, the function is defined in both radial and circumferential symplectic system of polar coordinate problems.
用弹性力学直角坐标辛体系中类似的形式,定义了极坐标问题径向和环向辛体系的Hamilton函数,对其守恒性进行了研究,由Hamilton对偶方程推出了Hamilton函数的守恒律,同时给出了守恒条件,指出两种极坐标辛体系中Hamilton函数是否守恒均取决于两侧边的荷载和位移情况。
2) radial symplectic system
径向辛体系
3) symplectic
辛体系
1.
Symplectic Solutions of Annular Sector Plate Bended with Circumferential Coordinate Treated as Time;
环扇形薄板弯曲问题环向辛体系的研究
2.
The basic equations for electro-magnetic wave-guide problems are derived to Hamilton system formulation and symplectic geometric form.
以不同截面形状的波导和部分填充波导为例进行了计算和分析,数值算例表明,辛体系用于电磁波导分析是有效的。
3.
The basic equations for electro magnetic waveguide problems are derived to Hamilton system formulation and symplectic geometric form.
辛体系可以用于任意的各向异性材料 ,而且便于处理不同介质的界面条件 。
4) Symplectic system
辛体系
1.
Advances in research of Symplectic system of elasticity;
弹性力学辛体系研究进展
2.
With the aid of the integral transformation,the symplectic system is introduced into the problem of two-dimensional thermo-viscoelasticity and the dual equations of the fundamental problem are constructed.
借助积分变换,将辛体系引入平面热黏弹性问题,建立了基本问题的对偶方程,并将全部圣维南问题归结为满足共轭辛正交关系的零本征值本征解问题。
5) diametral-circle fabric reinforcement
径环向配筋体系
补充资料：3-辛基-环氧乙烷基辛酸辛酯
CAS:106-84-3
分子式: C26H50O3
中文名称: 3-辛基-环氧乙烷基辛酸辛酯
分子式: C26H50O3
中文名称: 3-辛基-环氧乙烷基辛酸辛酯
英文名称: Oxiraneoctanoic acid, 3-octyl-, octyl ester；drapex 3.2；drapex 4.4
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条