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The general feature of the large opening with nozzle structure on ellipsoidal head,in which the property of the head is influenced by two interferential boundaries,are investigated in this paper.

通过理论计算分析了椭圆封头大开孔结构的一般情况,即两个相互干涉的边界对封头结构性能的影响问题。

In this paper, encryption and decryption of elliptic curve cryptosystem over large prime fields and its application in digital signature introduced.

本文介绍了基于大素数域上的椭圆曲线密码的加密与解密及在数字签名中的应用。

It is analyzed that the identity-based cryptography and the elliptic curve encryption arithmetic,and also its application in E-business.

本文详细讨论了基于身份的密码体制和椭圆曲线加密算法,分析了其在电子商务的安全交易过程中的应用。

A new digital signature encryption scheme with message recovery based on elliptic curve cryptography is presented.

给出一种新的基于椭圆曲线密码的具有消息恢复功能的数字签名加密方案。

Chapter 2 and Chapter 3 of this dissertation,we discussoptimal boundary control problems for a semilinear elliptic type equation with linearboundary condition and nonlinear boundary condition,respectively.

全文共分为三部分内容:在第一部分即本文的第二章和第三章中,我们分别讨论了带有线性边界条件以及非线性边界条件的半线性椭圆型方程的最优边界控制问题。

In this paper, a semilinear elliptic equation with critical Sobolev-Hardy exponents is studied, the existence of nontrival solutions for which is proved by the linking theorem in variational calculus.

该文研究了一类带有Sobolev-Hardy临界指数的半线性椭圆方程,运用变分理论中的环绕定理证明了方程非平凡解的存在性。

In this paper, the Jacobi elliptic function method is generalized to study nonlinear coupled scalar field equation , and a lot of new analytic solutions of nonlinear coupled scalar field equation are obtained.

推广了Jacobi椭圆函数展开方法,研究了非线性耦合标量场方程组的求解问题,得到了更多更新的非线性耦合标量场方程组的解释解。

When A is an even integer, the operator obtained by us include the example given by Boca. When A is an odd integer, we give a new closed form of projection operator in terms of elliptic function.

这些算子在A为偶数时包括了Boca的著名例子,而在A为奇数时给出了新的由椭圆函数表达的有限形式。

Wh.en. A is an even integer, the operator obtained by us include the example given by Boca. When A is an odd integer, we give a new closed form of projection operator in terms of elliptic function.

这些算子在A为偶数时包括了Boca的著名例子,而在A为奇数时给出了新的由椭圆函数表达的有限形式。

Concave design showed better stress performances than convex design both on values and distributions. Rotational freedom was confined by elliptic geometry and resulted in 61.36 MPa von Mises stress, which was larger than the other motions except flexion.

在椭圆曲面设计的分析方面,因其几何外型的限制,在旋转动做下发生了相当高的von Mises应力(61.36MPa),仅次於该设计於前弯动作下时之值。

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