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1)  general film thickness equation
通用膜厚方程
1.
For the limitations as using the well-known film thickness equation in shape optimization,a new approach for shape optimization of hydrodynamic journal bearing following the general film thickness equation was proposed.
采用傅里叶级数形式的通用膜厚方程表征任意可能的轴承形状,以最大承载力为目标函数,通用膜厚方程级数系数为设计变量,以及最小油膜厚度为限制条件,建立了动压轴承形状的优化统一数学模型,并用遗传算法进行形状优化,将极值问题通过对可变项级数系数的参数优化逐次逼近。
2)  Film Thickness Equation
膜厚方程
3)  the function for optimum thickness
最佳膜厚方程
4)  general equation
通用方程
1.
A general equation is established to calculate the deformation of continuous beams on many supports taking into consideration the stepped cross sections and unequal spans.
考虑阶形变化截面及不等跨度的情况,建立了求解多跨连续梁变形的通用方程。
2.
Based with the general equation of calculating inner force and deformation of uniformed-section beam and principle of limited element and matrix recursion,the general equation of calculating inner force and deformation of non-uniformed section beam with arbitrary constraint is reduced in this paper.
以等截面梁内力变形通用方程为基础,采用有限元划分单元的思想,使用矩阵递推公式化简得出了求解两端任意支承、中间有若干铰支座和中铰的静定超静定阶梯变截面梁的约束反力及内力变形的通用方程。
5)  general dynamic equation
通用动力学方程
1.
PSD along with time is described by general dynamic equation (GDE).
提出一个新的多重Monte Carlo (MMC) 算法来求解同时考虑凝并和冷凝/蒸发的通用动力学方程(GDE),该算法基于时间驱动, 模拟过程中保持模拟颗粒数目不变和计算区域体积不变。
6)  general matrix equation
通用矩阵方程
1.
Based on the small disturbance theory and thermodynamic system matrix equations,a general matrix equation,which is used to calculate thermodynamic system power variation and thermal efficiency when the multi-parameters of the regeneration system are simultaneously changed on off-design conditions,is strictly deduced.
以小扰动理论和热力系统通用矩阵方程为基础,推导出回热系统多个参数同时变化时计算热力系统功率变化的通用矩阵方程,进而求得循环热效率。
2.
It s the first time that,based on exergy balance equations,a general matrix equation for regenerative systems of fossil fired power stes has been deduced,with which the exergy loss distribution in regenerative systems of different power sets can easily be calculated.
根据平衡方程,首次导出了火电机组回热系统损分布的通用矩阵方程。
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