Euler formula的例句大全

In this paper, we give simplified proofs of the Euler formula for normal curvatures of surfaces of R3. We derive an analogue of Euler formula for geodesic curvatures of surfaces.

本文给出了R3中曲面的法曲率的欧拉公式的简单证明。并得到一个关于曲面交线曲率及曲面测地曲率的类似的欧拉公式。

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This text introduces the accurate calculation formula on the equivalent friction coefficient of V& belt drive according to Euler formula and a new Parameter-the direction angle of friction was brought in.

本文通过推导V带欧拉公式给出了计算V带传动当量摩擦系数的准确公式。并在公式中引入了一个新的参数&摩擦力方向角。

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Particular Extension of Euler Formula and Bertrand Formula

欧拉公式和贝特朗公式的特定推广

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Generalized Euler formula and Its Applications

广义欧拉公式及其应用

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In this paper, the authors study the properties of hyperbolic Euler for-mula of Two-dimension, the four-dimensional hyperbolic Euler formula is put upin the domain timelike of four-dimensional hyperbolic complex space.

本文考察了二维双曲Euler公式的若干性质，在四维双曲复空间的拟时区建立了四维双曲Euler公式。

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The acquired 3 D object satisfied the restrictive conditions of Euler formula.

求解的三维实体满足欧拉公式点、线、面约束条件.

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The acquired 3D object satisfied the restrictive conditions of Euler formula.

求解的三维实体满足欧拉公式点、线、面约束条件。

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Another Uniform Inference for Euler Formula about Critical Load of Slender Compressive Rod

细长压杆临界压力欧拉公式的另一种统一推导

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Two trigonometric identities and Euler formula' proof

两个三角恒等式及Euler公式的推广

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Application of Euler formula in design of reinforcement in structure constitution

欧拉公式在结构构造配筋设计中的应用

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In addition, Hamilton quaternion, Ma quaternion and their Euler formula similar to that of two-dimensional real signal were discussed.

讨论了Hamilton四元数、马氏四元数及其与二维实信号类似的欧拉公式。

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N-dimensional Hyperbolic Euler Formula

n维双曲Euler公式

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The classic Euler formula describes the relationships between the curvature of the intersection curve of two surfaces and the normal curvatures of surfaces and the angle between surfaces.

经典的欧拉公式描述了两曲面交线的曲率和曲面的法曲率以及曲面夹角之间的关系。

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an expression for the remainder terra of the euler-maclaurin summation formula

关于Euler-Maclaurin求和公式的一种余项表示

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This paper presented a kind of asymptotic expansion, which is an extension of well-known Euler-Maclaurin formula, Based on this expansion, a new type of Romberg numerical integration method can be constructed.

其特例为著名的Euler-Maclaurin公式。在本文给出的渐近展开式的基础上，可设计带导数项的Romberg数值积分法。

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In this paper, we show that the Euler's formula of convex polyhedron also holds in the following two cases: Case 1.Trees generating from some vertices of the polyhedron;

将欧拉的凸多面体公式，推广至由多面体的顶点生长出树的情形，证明了在此情形下，欧拉公式仍成立。

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The article points out some questions subject to scrutiny in applying the conventional "Euler's Formula" to problems conceming transmission.

本文阐述了运用平带传动的“尤拉公式”时应注意的问题；

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The Euler's formula describes the relationships among the curvature of the intersection curve and the normal curvatures and the angle between surfaces in the Euclidean space R~ 3.It has been applied to many cases in integral geometry.

欧拉公式描述了两个相交曲面的交线曲率、两曲面的法曲率、两曲面夹角之间的关系。它在积分几何中应用广泛。

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In the form of Backword Euler's Formula of Integration, it derives the 0_+ model of dynamic elements, thus making up 0_+ model circuit. Finding the solution in this circuit and taking its limit, we get the result.

此法是按后向欧拉积分公式的形式导出动态元件的0+模型，从而构成0+模型电路，在此电路中进行求解，取其极限而得所求结果。

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Demonstration of Computing Formula of Euler Function

Euler函数计算公式的证明研究

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