1.Using Hamilton-Jacobin equation of scalar particles in curve space-time,the energy distribution of scalar particles in space-time of Vaidya-Bonner-de-Sitter black hole is studied. We find that the energy of scalar particles not only depends on the mass,but also is related to the structure.
利用弯曲时空中标量粒子运动的Hamilton -Jacobin方程 ,研究Vaidya -Bonner-deSitter时空背景下黑洞视界附近标量粒子的能量分布 ,结果表明粒子的能量不仅与粒子的质量有关 ,还与黑洞的时空结构及黑洞视界的变化有关 .
2.A Scalar wave equation with an aix direction variate z is used to describe a single-mode taper fiber, and the scalar wave equation is changed to one-order differential equations group by a Simple transform.
本文采用含有轴向坐标参变量的标量波动方程来描写锥体光纤,通过一种简单的变换,将标量波动方程化为一阶微分方程组。
3.In scalar context, returns the number of fields found and splits into the @_ array. Use of split in scalar context is deprecated, however, because it clobbers your subroutine arguments.
在标量上下文，返回字段的个数并且将列表放到默认数组@_.但是这是不可取的，因为它可能会影响子程序的参数。
4.Using Hamilton-Jacobin equation of scalar particles in curve space-time,the energy distribution of scalar particles ammong in space-time dynamic black hole in linear acceleration with electric and magnetic charges is studied. The energy condition is obtained for the occurrence of the non-thermal radiation.
利用弯曲时空中标量粒子运动的 Hamilton- Jacobin方程 ,研究带有电荷和磁荷的直线加速动态黑洞周围时空中标量粒子的能量分布 ,得到了黑洞发生非热辐射的能量条件 .
5.In this new protocol, the authentication code of the its initiator depend on the shared long term key, but the authentication code of the its responder relies on session key, and the session key is a hashed value of concatenation of the long-term shared key, the scalar multiplication of the long-term private key and ephemeral public key, and the scalar multiplication of the private key and long-term public key, which ensure that the protocol resists key-compromise impersonation.
在新协议中,协议起始方的认证码依赖于长期共享密钥,但协议的应答方的认证码依赖于会话密钥,且会话密钥是由长期共享密钥、长期私钥与临时公钥的积和临时私钥与长期公钥的积三部分串起来的哈希值,这就保证它具有密钥泄漏的安全性。
6.By using a convenient perturbative expansion method, a scalar field Φ in scalar QED with Chern-Simons term is quantized. Under the approximation oi one-loop diagram, we have derived the effective action for vector field A_μand obtained two branches of (unstable) elementary excitation spectra.
本文用一种方便的微扰展开方法,将一个含有Chem-Simons项的(2+1)维标量量子电动力学(QED)模型中的标量场φ量子化,在一圈图近似下,导出矢量场A_μ的等效作用量,从而证明有两支(不稳定的)元激发谱。
7.The distribution of physical quantity of 3-D scalar field of casting surface can be observed visually using the technique to display the 3-D scalar field.
采用该技术来显示铸件各部位在凝固过程中各时刻的三维标量场，可以直观地观察铸件表面三维标量场物理量的分布情况。
8.In connection with the researches carried out in our laboratory, the description is concentrated on the high accurate four-component relativistic density functional methods with relativistic effects taken into account strictly, and the two-component or scalar relativistic density functional methods with relativistic effects considered approximately, involving the zero-order regular approximation (ZORA) method and its improved variants, the singularity excluded approximate expansion (SEAX) method, and the jointed two component-scalar relativistic (or non-relativistic) approach applicable to the calculations of large systems locally containing heavy elements.
结合本实验室的研究工作，重点介绍严格处理相对论效应的四分量相对论密度泛函计算方法和近似处理相对论效应的两分量和标量相对论密度泛函计算方法，包括零级规则展开近似(ZORA)方法及其改进和排除奇点的近似展开(SEAX)方法，以及适合处理局部包含重元素大体系的接合两分量－标量相对论（或非相对论）计算方法。
9.In this paper, it applies the technique of Artificial Neural Network to classify the EM signals from the scalar multiplication in ECC, and gets the secret parameter in scalar multiplication successfully.
文章针对椭圆曲线密码系统中的标量乘法运算时发射的电磁信号，运用人工神经网络技术进行分类判别，从而获取标量乘法中的秘密参量。
10.Recent activities for the airborne scalar gravimetry are summarized in this paper, they includes five aspects, viz. improvement of traditional airborne scalar gravity systems, development of new system concepts, optimization of acceleration deriving from DGPS, optimization of filtering and estimation methods, and the application of airborne gravity data in various mapping and exploration applications.
本文概述了航空标量重力测量的研究现状及发展动态，传统航空重力测量系统的改进，新型系统方案的研究，从GPS中导出加速度的理论和方法，滤波和估算方法及航空重力数据的应用等五个方面的重要研究成果。
