1) peripheral vision
边界视力
2) Mechanical boundary
力学边界
1.
Finally, the stress distributions under the differently mechanical boundary conditions were obtained.
用有限元和有限差分法,分析了由ZrO2和Ti 6Al 4V组成的梯度功能材料板的瞬态热应力问题,检验了方法的正确性,给出了不同力学边界条件下该材料板的瞬态热应力场分布。
3) pressure boundary
压力边界
1.
Numerical simulation method for gaseous flow in micro-channel with pressure boundary conditions;
基于压力边界的微流道气体流动数值模拟方法
2.
In the present work, the gaseous flow and heat transfer characteristics in micro-channel are examined using Direct Simulation Monte Carlo method with specified pressure boundary conditions.
本文用直接模拟蒙特卡罗方法对给定进出口压力边界条件下微通道内气体的流动换热特性进行了数值模拟,给 出了壁面与流体的温差对气体沿程压力、温度及数密度分布的影响。
4) stress boundary
应力边界
1.
Symplectic difference format for elasticity problems under stress boundary condition;
弹性力学应力边界问题的辛差分格式
2.
To investigate the influence of mechanical boundary conditions on the thermal stress,a comparison of the results between displacement boundary and stress boundary is made.
同时研究了数值分析中温度荷载作用下应力边界条件和位移边界条件对温度应力的影响。
5) displacements and stresses at the internal points
边界应力
1.
In this paper,the formulae are developed for computing the displacements and stresses at the internal points and surtace of axisymmetric elastic body by boundary element method.
采用边界元法推导出了具有轴对称问题的弹性体内部点位移、应力和边界应力的计算公式，并且给出了算例。
2.
In this paper,the formulas are deduced to compute the displacements and stresses at the internal points and surtace stresses of axisymmetric elastic body with boundary element method,and at the same time,an example is given.
本文采用边界元法,推导出了具有轴对称问题的弹性体内部点位移和应力、及边界应力计算公式,并且给出了算例。
6) boundary stress
边界应力
1.
There will appear different warp featttres at the joints when the two parts get different gyrate cures and are affected by the medium of a inside pressure, and the inside pressures such as Mx and Ne will come to rather great boundary stress.
如果两部件回转曲线不同,受内压介质作用时,在连接点处将有不同的变形特征,并由内力Mx、N_■等组成较大的边界应力值,形成反应器整体强度条件的薄弱部位。
2.
Huge boundary stress arises when an inner pressure is exerted in the vessel.
本文根据弹性力学理论,通过分析边缘处应力和变形的关系,推导出边界力P_0和边界弯矩M_0的数学方程式,由此建立边界处内力的数学模型,用计算机进行边界应力的计算。
补充资料：巴达尔氏视力计