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The method of slope deflection entails writing two equations for each member of a continuous frame, one at each end, expressing the end moment as the sum of four contributions:(1) the restraining moment associated with an assumed fixed-end condition for the loaded span,(2) the moment associated with rotation of the tangent to the elastic curves at the near end of the member,(3) the moment associated with rotation of the tangent at the far end of the member, and (4) the moment associated with translation of one end of the member with respect to the other.

边坡变形的方法需要编写的每一个成员连续帧两个方程,一个在每个月底,表示为四个贡献的总和:最后的时刻(1)限制矩假设固定结束条件相关的加载跨度,(2)目前相关的切线与旋转的弹性曲线在接近年底的成员,(3)目前的切线与旋转有关在该成员的尽头,和(4)时刻与1月底的会员与翻译相关的其他方面。

The method of slope deflection entails writing two equations for each member of a continuous frame, one at each end, expressing the end moment as the sum of four contributions:(1) the restraining moment associated with an assumed fixed-end condition for the loaded span,(2) the moment associated with rotation of the tangent to the elastic curves at the near end of the member,(3) the moment associated with rotation of the tangent at the far end of the member, and (4) the moment associated with translation of one end of the member with respect to the other.

登录后回答可以获得经验值奖励,并可以查看和管理所有的回答。登录|边坡变形的方法需要编写的每一个成员连续帧两个方程,一个在每个月底,表示为四个贡献的总和:最后的时刻(1)限制矩假设固定结束条件相关的加载跨度,(2)目前相关的切线与旋转的弹性曲线在接近年底的成员,(3)目前的切线与旋转有关在该成员的尽头,和(4)时刻与1月底的会员与翻译相关的其他方面。

In this article, the caustics method and holo-photoelasticity method are used to investigate the distribution of contact forces inside a pack of discrete square cells submitted to a compressive load.

本文运用焦散线法和激光全息光弹法对受集中荷载作用的颗粒堆中力的分布进行了较为详细的实验研究,通过对实验数据的定量分析得知:与传统连续介质弹性理论所揭示的规律不同,堆积体内部力的传递与分布遵循抛物线型方程。

Considering higher rate of buid-up, we used a different method unlike the common continuos beam theory and three bending moment equations.

考虑到井眼有较大的造斜率,本文采用了与一般连续梁理论及三弯矩方程不同的方法。

Analysis of tube-in-tube structure of variable cross-section in torsion;2. By assuming the structure to be continuous,the Hamiltonian dual system of coordination analysis is established for tube-in-tube structure s,in which the shears and flexures of the inter and the outer tubes are considered as Timoshenko beams.

在结构连续化假定的基础上,将内筒和外筒视为铁摩辛柯梁,同时考虑内筒和外筒的剪切与弯曲变形,建立了筒中筒结构协同分析的哈密顿对偶体系,导出了相应的状态空间方程,其系统矩阵具有辛矩阵的特性,可用精细积分法求该体系的高精度数值解。

This method can be applied to any thermodynamic model, including activity coefficient model and EOS model, and this work extends phase analysis from liquid-liquid phase splitting to liquid-liquid-vapor phase splitting.

经多个实例的测试表明,LCPSO适用面广,既可用于超额自由能、状态方程等各类热力学模型,又能克服混合模型一阶不连续的困难,应用范围从液液相分裂拓展到汽液液相分裂。

With the nonlinear Schrdinger equation and split-step Fourier transform method, evolution of spectrum and pulse profile of quasi-continuous pump is numerically simulated, and the nonlinear mechanism for supercontinnum generation is analyzed.

利用分步傅里叶方法求解非线性薛定谔方程,数值模拟了准连续光在光子晶体光纤中传输时光谱和脉冲的演化,并分析了其非线性机理和光谱展宽机制。

A plane curve is smooth if it is determined by a pair of parametric equations ,Whereandexist and are contiuous on, andand are not simultaneously zero on.

称平面曲线是光滑的,如果曲线可以由参数方程,决定,其中和在上连续,且和在上不同时为0。

In this paper based upon the knowledge of Fucik spectrum, we discuss the solutions of second orders differential equations by means of homotopy continuation methods.

本文主要利用 Fucik 谱的知识,采用连续同伦延拓的方法研究二阶微分方程解的存在性问题。

By employing the transformations of variables and functions, the exact bright soliton solution on a continuous-wave background is obtained in quadratures, and is discussed in detail. From the behavior of the exact solution in exponential control fiber system, the conclusion can be obtained that soliton in a proper fiber system can be compressed or broadened.

通过变量和函数变换得到方程的精确解为连续波背景下的亮孤子解,并对精确解在不同情况下的具体行为作了详细讨论,以指数分布控制系统为例说明:当选择适当的光纤控制参数时,孤子可以被压缩/展宽。

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然而,正如其名字所指出的那样,CD盘不能写,也不能用任何方式改变其内容。

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