quasi-complex lattice

The nonlinear dynamical equations of axle symmetry were established by using the method of quasi-shells for three-dimensional shallow conical single-layer lattice shells.

对曲面为正三角形网格的3向扁锥面单层网壳，用拟壳法建立了轴对称非线性动力学方程。

Results computed from Scatchard-Hildebrand model, Guggenheim quasi-lattice model, Wilson model and NRTL model are fairly approximate to those obtained from experimental data treatment and the values of thermodynamic equilibrium constant determined from these four models coincide with each other.

由Scatchard－Hildebrand模型、Guggenheim似晶格模型、Wilson模型和NRTL模型计算得出的活度系数值与实验值符合较好，从这四种模型测得的革取平衡常数值也互相符合一致。

The quantitative relationship between quasi-particle geometry model and face-centered cubic crystal lattice has been proposed.

并推导出该拟质点几何模型与面心立方晶胞之间的定量数值关系。