神马作文网英语翻译他与丹尼尔·伯努利一起,建立了弹性体的力矩定律：作用在弹性细长杆上的力矩正比于物质的弹性和通过质心轴和垂直于两者
来源：学生作业帮 编辑：神马作文网作业帮 分类：英语作业 时间：2024/11/10 22:40:05
英语翻译
他与丹尼尔·伯努利一起,建立了弹性体的力矩定律：作用在弹性细长杆上的力矩正比于物质的弹性和通过质心轴和垂直于两者的截面的惯性动量.
他还直接从牛顿运动定律出发,建立了流体力学里的欧拉方程.这些方程组在形式上等价于粘度为0的纳维-斯托克斯方程.人们对这些方程的主要兴趣在于它们能被用来研究冲击波.
他对微分方程理论作出了重要贡献.他还是欧拉近似法的创始人,这些计算法被用于计算力学中.此中最有名的被称为欧拉方法.
在数论里他引入了欧拉函数.自然数n的欧拉函数φ(n)被定义为小于n并且与n互质的自然数的个数.例如,φ(8) = 4,因为有四个自然数2,3,5和7与8互质.
在计算机领域中广泛使用的RSA公钥密码算法也正是以欧拉函数为基础的.
在分析领域,是欧拉综合了莱布尼兹的微分与牛顿的流数.
他与丹尼尔·伯努利一起,建立了弹性体的力矩定律：作用在弹性细长杆上的力矩正比于物质的弹性和通过质心轴和垂直于两者的截面的惯性动量.
他还直接从牛顿运动定律出发,建立了流体力学里的欧拉方程.这些方程组在形式上等价于粘度为0的纳维-斯托克斯方程.人们对这些方程的主要兴趣在于它们能被用来研究冲击波.
他对微分方程理论作出了重要贡献.他还是欧拉近似法的创始人,这些计算法被用于计算力学中.此中最有名的被称为欧拉方法.
在数论里他引入了欧拉函数.自然数n的欧拉函数φ(n)被定义为小于n并且与n互质的自然数的个数.例如,φ(8) = 4,因为有四个自然数2,3,5和7与8互质.
在计算机领域中广泛使用的RSA公钥密码算法也正是以欧拉函数为基础的.
在分析领域,是欧拉综合了莱布尼兹的微分与牛顿的流数.
He and Daniel Bernoulli together, establish the elastomer torque laws: the role of the elastic thin rod on the elastic material is proportional to the moment centroid and perpendicular to the axis and through the section between the inertial momentum.
He also directly from Newton's laws of motion, the fluid mechanics, euler's equation. These equations in the form of equivalent to the viscosity is 0 - stokes equation dimension. In these equations of the main interest is that they can be used for research and shock.
His theory of differential equations has made important contribution. He was the founder of euler approximation, the calculation method is used to calculate the mechanics. The most famous called the euler method.
He introduced the theory in the euler function. Natural n euler function φ (n) is defined as less than n and the number of natural co-prime n. For example, φ (8) = 4, because there are four natural 2,3,5 and 7 and 8 co-prime.
In the field of computer is widely used in the RSA public-key cryptosystem is based on the euler function.
In the analysis, is a comprehensive euler Leibnitz's differential and Newton's flow.
He also directly from Newton's laws of motion, the fluid mechanics, euler's equation. These equations in the form of equivalent to the viscosity is 0 - stokes equation dimension. In these equations of the main interest is that they can be used for research and shock.
His theory of differential equations has made important contribution. He was the founder of euler approximation, the calculation method is used to calculate the mechanics. The most famous called the euler method.
He introduced the theory in the euler function. Natural n euler function φ (n) is defined as less than n and the number of natural co-prime n. For example, φ (8) = 4, because there are four natural 2,3,5 and 7 and 8 co-prime.
In the field of computer is widely used in the RSA public-key cryptosystem is based on the euler function.
In the analysis, is a comprehensive euler Leibnitz's differential and Newton's flow.
英语翻译他与丹尼尔·伯努利一起,建立了弹性体的力矩定律：作用在弹性细长杆上的力矩正比于物质的弹性和通过质心轴和垂直于两者
力平行与轴和力垂直于轴是否力对轴的力矩都为零?
惯性力矩和什么有关?一个正方体在货车上的横向惯性力矩和纵向惯性力矩怎么算?
力矩概念问题刚接触力矩,知道力矩是两个向量F和L的叉积的结果.但据我所知,这两个向量所产生的结果是一个垂直于FL平面的向
角动量和力矩的关系?
为什么力矩的方向是垂直力和作用方向的平面?
力矩难点剖析：力和力矩的区别是什么?
怎么求等直杆上均布力的力矩?在求等直杆的弯矩时,如果杆上有力偶作用,如何判断力偶和其它力矩的正负?
一个小球固定在杆上有关受力和力矩平衡的问题
“物质的特性包括弹性和塑性.
弹性和塑性都是物质的特性?
梅花和星形弹性联轴器中的“弹性体”,国内外有哪些好的生产厂家?