helfrich meaning in Chinese

赫尔弗里赫
赫尔弗里希
黑尔弗里希

When our result is used to examine a debate related to the integral constant c , a clean conclusion is reached , that helfrich shape equation with c = 0 is only valid for spherical topology vesicles
同时，通过我们的分析，发现helfrich方程中积分常数c为零的情况仅适用于具有球拓扑结构的膜泡。
Recognizing that the vesicle consisting of amphiphiles bilayer membrane is just like a nematic liquid crystal cell , helfrich gave the elastic energy of the fluid membrane and the shape equation
双亲分子所构成的膜泡，其行为和性质类似于向列相液晶。 helfrich通过与液晶的类比得出了流体膜的弹性能量以及膜泡的形状方程。
In this paper , we give a brief introduction to the helfrich elastic theory . to solve the helfrich equation under the physical conditions of vesicles , a taylor series method is introduced , which offers a unified method to reproduce the exact solution including the famous axisymmetrical constant - curvature surfaces and the biconcave shape solution
本文在简要介绍了helfrich的弹性理论及膜方程的基础上，开创性地引入taylor级数法，在轴对称膜的边界条件下，对helfrich膜方程以taylor级数法求解，统一地得到了目前已知的两个特解：常平均曲率曲面和红血球形状解。