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1)  geometry guided diffusion equation
几何制约扩散方程
1.
Currently the popular method firstly to be used is the geometry guided diffusion equation which is based on the Cartesian coordinate system, for the isophote(the curve of constant value of image graylevel) being evolved, then the Open-Close operation can be being.
图像的腐蚀和膨胀统一为笛卡尔直角坐标系下几何制约扩散方程对图像灰度等值线的演化 。
2)  geometric constraint equations
几何约束方程
1.
Based on a 3-DOF dynamic seat,conducted the kinematics analysis of the two DOF mechanism of the back pad unit,by introducing the geometric constraint equations of the mechanism,the stiffness in the constraint direction was considered as infinite,then built the stiffness equation based on the virtual work principle,finally analyzed the stiffness characteristic based o.
以一台三自由度模拟过载动感座椅为研究对象,在建立其背板单元的两自由度机构的运动学模型基础上,提出引入机构几何约束方程的方法,认为约束自由度上机构刚度为无限大,采用虚功原理建立了机构静刚度模型,最后对机构刚度性能进行了仿真分析。
3)  geometrical attenuation
几何扩散
4)  anti-geometric diffusion
反几何扩散
5)  geometrical equation
几何方程
1.
On the basis of the hypothesis of straight normal line, geometrical equations about finlte deformation analysis of shells with small shear are exactly derived by means of continuum mechanics methods.
对壳体只采用直法线假设,应用连续介质力学方法,严格地推证有剪切的壳体有限变形的几何方程。
6)  geometric equation
几何方程
1.
The paper deduced geometric equation based on the physical concept of engineering linear and shear strain and the characteristics of "axial symmetry" and "large deformation".
从工程线应变和工程切应变的物理概念出发,根据"轴对称"和"大变形"的特点,推导出相应的几何方程,另导出大变形条件下的体积不变定律。
补充资料:非密度制约因素(见密度制约因素)


非密度制约因素(见密度制约因素)


  l焦非密度制约因素见生态因素、密度制约后
  
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