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form of
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  形式
     The General Form of Separation Axiom
     分离公理的一般形式
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     General form of Continuous Linear Fuuctionals On Orlicz Spaces
     Orlicz空间上有界线性泛函的一般形式
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     An Asympotic Form of the Mean Value Theorem
     均值定理的一个渐近形式
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     A Good Form of Training Speciality Leading Cadres in Rotation
     轮训专业领导干部的一种好形式——把学习、总结、调查、研究结合起来
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     ON THE INTEGRAL FORM OF FIELD VECTOR EQUATIONS IN ELECTROMAGNETICS
     关于《电磁学》中场矢量方程的积分形式
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     The content and form of uranium in the Ocean and ~(234)U/~(238)U rates
     海洋中的铀含量、存在形态及~(234)U/~(238)U比值
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     A Research on the Characteristics of GTAW Shielded Flow (Ⅱ) -on the relation between the form of shielded flow and the nitrogen content in the metal of welding seam
     GTAW保护气流特性的研究(二)——保护气流形态与焊缝金属含氮量关系的研究
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     The Attachment Energy and Growth Form of ZrAl_3 Crystals
     ZrAl_3晶体的附着能与生长形态(英文)
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     THE FORM OF CATALYST IN MANGANESE REMOVAL OF GROUNDWATER BY CATALYTIC OXIDATION
     地下水接触氧化除锰中催化剂的形态
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     Special Form of Collagen Fibrils
     胶原原纤维的特殊形态
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     Study on the Catalytic Characters in Form of Cross-linked Enzyme Crystals
     交联酶晶体及其催化特性的研究
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     MICROWAVE NETWORK THEORY OF OPEN RESONATORS IN THE FORM OF WAVEGUIDE WITH SLOWLY-VARYING CROSS-SECTION
     缓变截面波导开放谐振腔的微波网络分析
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     A PRELIMINARY STUDY OF THE FORM OF THE MOHO-DISCONTINUITY IN THE BEIJING AREA
     北京地区莫霍界面形状的初步研究
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     On the Problem of Jordan Canonical Form of Matrix
     关于矩阵的Jordan标准形问题
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     Using the Explicit Form of Strains or Stresses to Express the Displacements in Two-dimensional Problems in Elasticity
     平面问题中位移用应变或应力的显式表示
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The presentations are given in the form of graphs resembling Dynkin diagrams and very similar to the presentations for finite complex reflection groups given in [2].
      
LetH? be a real form of a complex semisimple group.
      
In this paper we present an explicit formula for the twistors in the form of an infinite product of the universalR matrix ofUq(g).
      
The form of these generic polynomials is that of a Bethe eigenfunction and they imitate, on a more elementary level, the R-matrix construction of quantum immanants.
      
When coupled with the Poisson Summation formula, these results become applicable to the theory of Weyl-Heisenberg systems, in the form of lattice sum
      
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This paper describes the dynamic behaviors of a selfbiased bistable multivibrator by the use of waveform analysis with special attention to the switching action of the isolation diodes and the effect of the symmetrical triggering pulse. Seven typical forms of transi-tion and four typical forms of failure are introduced in which the monotonic transition case with the grid voltage intersection point at the leading edge of the triggering pulse gives the highest dynamic stability. Experimental results...

This paper describes the dynamic behaviors of a selfbiased bistable multivibrator by the use of waveform analysis with special attention to the switching action of the isolation diodes and the effect of the symmetrical triggering pulse. Seven typical forms of transi-tion and four typical forms of failure are introduced in which the monotonic transition case with the grid voltage intersection point at the leading edge of the triggering pulse gives the highest dynamic stability. Experimental results are included to illustrate the main points.

在研究触发器的动态过程中,我们考虑了隔离二极管的开关作用和触发脉冲的影响,介绍了一种简单直观的分析方法. 文中概括出触发器的七种典型翻转过程和四种破坏情况,指出“交点在前沿的单调翻转过程”的动态可靠性最高.文中主要论点都有实验验证.

The form of quantum theory of reaiation introdnced by Heiaonbarg is diarnaaed from the point of view of the transformation theory of quantum electrodynamics.A general investigation of the connection between Heisenberg's method and Dirac'smethod of variation of parameters is given.The exetension of Heisenberg's methodto eigenvalue problems.which was first carried out by Weissklpf for the self energyof the electron.is presented in such a way as to show more clearly its quantummechanical interpretation.Ageneral...

The form of quantum theory of reaiation introdnced by Heiaonbarg is diarnaaed from the point of view of the transformation theory of quantum electrodynamics.A general investigation of the connection between Heisenberg's method and Dirac'smethod of variation of parameters is given.The exetension of Heisenberg's methodto eigenvalue problems.which was first carried out by Weissklpf for the self energyof the electron.is presented in such a way as to show more clearly its quantummechanical interpretation.Ageneral proof of the equivalence of we jsskopf's me-tbod and the method of the perturbation theory of stationary stntes in quantumicechanics is given.

作者在本文中从量子力学之变换理论之观点,研究海孙柏格在量子辐射论中之贡献,及海氏之方法与以前之狄拉克在量子辐射论中所用之方法之关系。海氏之方法曾为魏斯可夫推广应用于电子之自能问题。魏氏之观念及方法与普通量子力学中之观念及方法之关系,作者亦於本文中加以说明。

In this paper, as suggested by the classical canonical equations, a new set of the corresponding relativistic equations is set up. Therefrom a relativistic form of Heisenberg's equation is deduced. The rclalivistic Hamiltonian system of a particle according to the formulation here established has been fully discussed and by following it, however, Diracs equation appears naturally as a necessary form of relativistic wave equation tor electron in quantum mechanics. The process of taking square root...

In this paper, as suggested by the classical canonical equations, a new set of the corresponding relativistic equations is set up. Therefrom a relativistic form of Heisenberg's equation is deduced. The rclalivistic Hamiltonian system of a particle according to the formulation here established has been fully discussed and by following it, however, Diracs equation appears naturally as a necessary form of relativistic wave equation tor electron in quantum mechanics. The process of taking square root in Dirac's theory is seen to have its classical analogy. Finally, some applications of the relativistic Heisenberg's equation to Dirac's theory have been discussed and it has thereby been pointed out that this equation brings some quantities to being more symmetrical in the relativity sense and also some more general than those the non-relativistic equation can introduce.

在本文中,作者推得一组相对论式的汉密尔敦运动式;并根据此运动式,详细地讨论了一质点之运动;由此还可以很自然地看出,在量子力学中,狄拉克电子方程式似乎是一个必然的波动方程式。在狄拉克理论中的取平方根步骤在这里找到它在古典物理学中的对照。同时根据了上面的理论,作者还推得到一个相对论式的哈生堡方程式,最后则讨论了此方程式在狄拉克电子理论中的一些应用;同时并指出,在相对论的观点上,此方程式可以引导出一些比较对称的及有比较普遍形式的物理的量。

 
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