Kelvin equation
英 [ˈkelvɪn ɪˈkweɪʒn]
美 [ˈkelvɪn ɪˈkweɪʒn]
开尔文公式
双语例句
- T1298 That's your reference point and you want to find out the pressure temperature dependence in an equation.
开尔文，T1，，298，degrees，Kelvin。，这就是你的参考点，你想找出，方程对温度和压强的依赖。 - The generalized Kelvin basic solution and the boundary element method coupling, the boundary integral equation is established for the layered soil boundary value problem, and does not include interface integral.
将广义Kelvin基本解与边界元方法相结合，建立层状地基边值问题的边界积分方程，方程中不含有层状材料交界面上的积分。 - The phase simulation results are well explained by using the Kelvin equation of the thermodynamic metastable state and new phase formation theory.
并利用热力学亚稳态和新相生成理论中的开尔文（Kelvin）方程对其相态模拟计算结果作出了满意的解释。 - The New Inferring Method of Kelvin Equation
Kelvin方程的新推导方法 - Von Karman's large deflection theory and Kelvin's viscoelastic damping model were applied to derive the governing equation, while the first order piston theory was used to simulate the gas pressure applied on the panel.
采用VonKarman大变形理论及Kelvin粘弹阻尼模型建立壁板的动力学方程，通过线性活塞理论建立气动力模型。 - In developing the system equation of motion of the viscoelastic component, the Kelvin-voigt model is employed.
对系统中的粘弹性部件取工程中常用的Kelvin－Voigt模型。 - In the present paper, based on the differential equation of three-dimension theory of elasticity, in accordance with kelvin solution and least square method a numerical method of thin shells with three-dimension virtual boundary element is presented.
本文直接从三维弹性力学微分方程出发，依据三维的Kelvin解，应用最小二乘法建立了三维虚边界无法解薄壳问题的一般方法。 - Through the hypothesis of the Kelvin model, the wave equation in the condition of less distortion in the sticky elasticity, attenuation coefficient expression of vertical and transverse wave are analyzed. The results show that attenuation of sticky elasticity wave has positive correlation with frequency.
在Kelvin模型假设的基础上，分析并给出了小变形条件下粘弹性介质中的波动方程，以及纵波和横波的衰减系数复数形式表达式，从而得出：粘弹性散体介质波的衰减与频率正相关； - The Kelvin solution to the static linear elastic problem is used as the weighted function to derive the boundary integral equation for steady-state vibration problems.
本文用静线弹性问题的开尔文解作为权函数导出了稳态振动问题的边界积分方程。 - Based on the constitutive description of Kelvin viscoelastic material and the motion equation of the axially moving belt, the nonlinear dynamic model that dominates the transverse vibration of the viscoelastic transmission belt is established.
基于粘弹性材料本构方程及带运动方程建立变速粘弹性传送带非线性动力学模型； - On the base of making a clear definition of pure substance in liquid saturation vapor pressure, this article puts forward another deduction method of Kelvin equation, and discusses the two deduction methods in two sorts of teaching materials of Physics Chemistry.
本文在对纯物质液体饱和蒸气压作出明确定义的基础上，提出开尔文公式的另一种推导方法，并与两种《物理化学》教材的作者进行商榷。 - Thirdly, the mechanism of dry shrink crack is expounded by Kelvin-equation and the dry shrink crack stress are also analyzed. In the end, causes of cracks in concrete block wall are explained.
根据Kelvin方程，阐述了干缩裂缝的机理，并估算了干缩裂缝应力，解释了产生混凝土砌块墙体的裂缝原因。 - On considering Kelvin equation and the structure of composite membrane, capillary condensation phenomenon occur in tiny pores of the spongy support layer.
基于Kelvin方程和膜的结构考虑，水蒸气可能在疏松多孔的支撑层内发生毛细冷凝现象。 - A Discussion on Fluidal Vapor Pressure and Kelvin Equation
对液体的蒸气压及Kelvin方程的讨论 - Through the Kelvin's fundamental solution of a concentrated load, the inclusion problem is reduced to a set of uncoupled singular integral equations which can be solved by the numerical method of singular integral equation.
通过使用集中力作用的Kelvin基本解，最后使问题归为解一组非耦合的奇异积方程，此组方程可使用奇异积分方程的数值法求解。 - A dynamic flow weighted active pore size distribution apparatus for inorganic membranes were experimentally set up on the basis of Kelvin equation.
建立了基于Kelvin方程，以流动法测定无机微孔膜的活性孔径分布的装置，检测了膜的活性孔孔径分布。 - According to the extended Kelvin Body, a in situ creep equation has been derived.
同时，根据推广的凯尔文（Kelvin）模型推导了流变方程，确定了有关流变参数。 - This paper adopts nonlinear vibration method to analyze the fluctuation process of warp yarn during weaving and Kelvin model to analyze the constitutive relation of its visco elasticity. A differential equation of warp yarn vibration in lengthwise and crosswise is established based on Newton law.
采用非线性振动方法分析经纱运动的波动过程，对织造过程中的经纱黏弹性本构关系选用Kelvin模型，根据牛顿定律建立经纱横向与纵向的振动微分方程。 - Then the discrete dynamic equation of the deploying viscoelastic beam is derived by introducing the differential operators of Kelvin model and in virtue of the method of modal function.
然后引入Kelvin模型的微分算子，并通过模态函数法，得到伸展粘弹性梁的离散动力学方程。