旋量场

在这个解中，旋量场的分布不是SLAC模型那样的球壳分布，而是球体内的分布。

The distribution of the spinor field in the solution concentrates near the origin , which is unlike the shell distribution of the SLAC solution .

本文利用Hartle和Hawking的方法，讨论了具有旋量场的量子宇宙学，得到了相应的Wheeler-deWitt方程。

In this paper we discussed the quantum cosmology with spinor field and gave the wave function of the universe by the Hartle-Hawking prescription . The Wheeler-De Witt equation of the quantum gravity , corresponding to Schrodinger equation , is obtained .

讨论了电磁场矢量E和B的Helmholtz定理的合理形式，提出了将旋量场方程化为一个标量场方程求解的问题，然后给出了求解电磁波场并矢格林函数的新方法。

The rational form of Helmholtz theorem for electromagnetic field vector E and B is discussed . The solving problem for rotational field equation transforming a scalar field equation is given , and then a new method for solving dyadic Green 's function of electromagnetic wave field is given .

讨论了3／2自旋场的U（1）规范不变性，给出了U（1）规范不变的三级旋量场方程和守恒流，并证明了场方程的洛伦兹协变性。

The paper discusses the U ( 1 ) gauge invariance of spin 3 / 2 field , provides the spin 3 / 2 field equation which has U ( 1 ) gauge invariance , and electric current and lorentz invariance of 3 / 2 field equation is proved .

旋量场背景下宇宙弦引力场

Gravitational Field of a Global String in Spinor Field Background

本文讨论了谐振腔中亥姆霍兹定理的合理形式，即谐振腔内的电场怎样分解为相互正交的电旋量场和电无旋场的形式。

The rational form of Helmholtz theorem in resonant cavity is discussed .

非线性标量、矢量与旋量场方程的孤粒子解

The soliton solutions of nonlinear Scala 、 Vector and spinor field equations

具有旋量场的量子宇宙学

Quantum Cosmology with Spinor Field

本文探讨具有旋量场的虫洞模型，导出了相应的虫洞方程和给出该方程的一个严格解。

In this paper , we discuss the wormhole model with the spinor field and deduce corresponding wormhole equation , and obtain a exact solution of this equation .

其次，基于规范势的向量和旋量分解以及φ-映射理论，论文建立了向量场和旋量场的φ-映射拓扑场论，并将欧拉类用这些场的缺陷指标表征。

Secondly , based on the decomposition of gauge potential and the φ - mapping theory , φ - topological field theory of vector and spinor field is established and the Euler class is quantized by nodal indices of vector field .