1) theorems of generalized impulse
广义冲量定量
2) generalized impulse
广义冲量
1.
This paper discusses Lagrange s equations of motion of a holonomic system for impulsive forces, introduces the action of virtual work and discusses the calculation of generalized impulse, finally, discusses the solving process of analytical mechanics for impulive motion of the holonomic system.
这里讨论完整系统受冲击情况下的Lagrangc方程,引入虚功作用量讨论广义冲量的计算,并讨论冲击运动分析力学的一般解法。
3) generalized capability
广义容量
1.
With the foundation of the computational theory of generalized capability of urban road network,through computing the road network capability of planning year, then making certain the restricted possession of vehicles of planning year from the balanceable angle of supply and demand,which offers the important decision_making basis for the development programming of urban vehicles.
以路网广义容量计算理论为前提,通过对规划年路网容量的计算,从供需平衡的角度和对未来路网机动车运行状况的估计,确定规划年机动车限制保有量的预测值,从而为城市机动车发展战略提供重要的决策依据。
4) generalized quantification
广义量化
1.
On the basis of making full use of expert knowledge, three methods for structural behavior evaluation are proposed in this paper, which are weighted average method?fuzzy comprehensive evaluation method and generalized quantification method.
本文在充分利用专家知识的基础上,建议了三种结构性能评估方法:加权平均法、模糊综合评判法和广义量化法。
2.
This article is based on the result of the predecessors research trial,organically combined fuzzy mathematics theory with analysis principle of generalized quantification.
在前人试验研究成果的基础上 ,将模糊数学理论和广义量化分析原理有机地结合起来 ,建立了损伤结构承载力估算的模糊广义量化模型 ,即首先对损伤结构的破损状况进行模糊综合评估 ,得到模糊评价集 ,然后利用广义量化分析原理建立其承载力与模糊评价集之间的量化关系。
5) generalization state variables
广义变量
1.
The process of fuzziness, fuzzy inference and defuzziness can be expressed in the sum of hyperbolic functions of generalization state variables.
提出一种广义模糊双曲正切模糊模型(GFHM),此模型可以看做是模糊双曲正切模型的扩展·采用广义变量的双曲正切函数和的形式表达了模糊化、模糊推理和反模糊化的运算过程·并采用Stone Weierstrass定理证明了此模型可以逼近定义在紧集上的任意连续实函数,具有全局逼近性,可以用于复杂系统的建模
6) generalized mass
广义质量
1.
It is interpreted by the research that generalized mass can be depicted as M=HΦMΦ *H *, and secondly it can be depicted as M=(I+HΦK)D(I+HΦK) *.
应用空间算子代数理论 ,研究机械多体系统广义质量的结构特点 ,研究表明广义质量可初步表示为 :M=HωMω* H* ,并进一步表示为 :M=[I+HωK]D[I+Hω K]* ,其逆矩阵可表示为 :M- 1 =[I-HK]* D- 1 [I-HK]。
2.
The inverse dynamics of the rigid multibody system is studied based on the spatial operator algebra theory,and the generalized mass procedure is realized in the environment of Mathematica 5.
广义质量是正、反向动力学及联系旋量力和旋量加速度的重要参量,据此可形成高效递推算法。
3.
To improve the generalized mass modeling efficiency of multi-body system dynamics,the recursive design and realization of the generalized mass procedure was built in the environment of software Matahematica6.
为了提高多体系统动力学广义质量建模效率,运用空间算子代数(spatial operator algebra,SOA)理论,在计算机符号演算软件Mathematica6。
补充资料:冲量
冲量 impulse 力的时间累积效应的量度。是矢量。如果物体所受的力是大小和方向都不变的恒力F,冲量I就是F和作用时间t的乘积。如果F的大小、方向是变动的,冲量I应用矢量积分运算。冲量通常用来求短暂过程(如撞击)中物体间的作用力,即由物体的动量增量和作用的时间而估算其作用力。此力又称冲力。冲量的单位和动量相同,在国际单位制中为千克·米/秒。 |
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
参考词条