标量场

Vaidya-Bonner-DeSitter黑洞背景下中微子场和标量场的量子熵

Quantum entropy of the neutrino and scalar fields in Vaidya-Bonner-de Sitter black hole

标量场和Higgs场激发Robertson-Walker宇宙的量子共形涨落

Quantum Conformal Fluctuations in Robertson-Walker Universe Excited by Scalar Fields and Higgs ' Fields

标量场为源的Einstein方程的一种解

The Solution of Einstein Equation with a Scalar Field Source

对非均匀标量场模型中的带电Q球解和能量稳定性进行了数值分析。

The numerical analysis of charged Q-ball solutions and energy stability are made in variational scalar field model .

SU（2）规范理论中标量场方程的球对称解

The spherical solutions of the scalar field equation in Su ( 2 ) gauge field theory

如果把标量场X看作时间变量，则可得到宇宙的最可机半轻为Planck长度，这说明宇宙是量子力学稳定的。

If the scalar to be quantum mechanically stabilized with a most probable radius of the planck length .

Jacobi椭圆函数新的展开法对非线性耦合标量场方程双周期解的求解

The New Jacobi Elliptic Function Expansion Method Applied to Nonlinear Coupled Scalar Field Equation

这些值都是在满足Dirichlet边界条件的无质量标量场中得到。

The values are derived in the massless scalar field which satisfies the Dirichlet boundary conditions .

AbelChern-Simons项与复标量场耦合系统的正则量子化

Canonical Quantization of the Complex Scalar Field Coupled to the Abel Chern-Simons Term

我们研究了在Gauss-Bonnet引力中Ricci平坦黑洞和AdSsoliton背景下的标量场的扰动。

We have studied the scalar perturbation around the Ricci flat black hole and AdS soliton in Gauss-Bonnet gravity .

具体而言，我们在准拓扑引力理论中的AdS黑洞背景下，通过引入标量场和Yang-Mills规范场，分别构建了全息s波和p波超导模型。

Specifically , by introducing scalar field and Yang-Mills gauge field in an AdS black hole background , we study the holographic s-wave and p-wave superconductor models respectively .

此外还讨论了在高维空间的和有质量标量场引起的Casimir效应。

The Casimir effects in high dimensional space and relevant to massive scalar field are also discussed .

从Kim时空背景下的KleinGordon方程出发，利用brickwall方法计算标量场的自由能和熵。

We start with Klein Gordon equation on the background of the Kim black hole and calculate the free energy and entropy of a scalar field by the brick wall method .

获得了耦合势能形式下均匀标量场模型中带电Q球的精确解，计算了电荷和能量，研究了其能量稳定性质。

The exact solutions of charged Q-ball with coupling potential in uniformity scalar field model are obtained , the electric charge and energy are calculated , the energy stability and perturbation are studied . 3 .

物质场为共形不变标量场的Wheeler-deWitt方程的虫洞解

Wormhole solutions of the wheeler-de Witt equation with an invariant scalar field

我们考虑一个初始隐式曲面，它被表示为一个C1连续并且梯度不为零的标量场的零点集。

We consider an initial implicitly defined surface , which is represented as the zero set of a C1 smooth scalar field with non-vanishing gradients .

Brans-Dicke黑洞背景下标量场的统计力学熵

Statistical-mechanical Entropy of Scalar Field in Brans-Dicke Black Hole Space-time

在Tortoise坐标系中，利用brickwall模型研究了来源于标量场的（2+1）维动态黑洞的量子熵。

In the tortoise coordinates , the quantum entropy of the non static black hole in ( 2 + 1 ) dimensions due to scalar fields has been investigated by using the brick wall model .

四维Minkowski空间中具有立方非线性复标量场方程的平面与球面波解

Plane and spherical waves solutions of the field equation for a complex scalar field with a cubic nonlinear term in four dimensional Minkowski space

与共形不变标量场耦合的Robertson-Walker几何的量子化

Quantization of Robertson-Walker geometry coupled to a conformally invariant scalar field

以DTI体数据为输入，我们将其重新表达成为一个标量场和一个辅助的引导向量场，用于编码肌肉纤维束的结构和走向。

To represent the structure and orientation of muscle bundles , we reformulate the volumetric DTI data into a scalar field and an auxiliary guidance vector field .

本文对标量场的各向异性、标量和标量耗散率的概率密度函数（PDF）、标量场的空间结构及演化过程、还有标量小尺度混合模型等几个方面进行综述。

This paper gives a review of the recent developments , including the anisotropy of passive scalar field , PDF of scalar and scalar dissipation , dynamics of small-scale structure and scalar mixing model etc.

讨论了无质量标量场中这种模型中的in-out问题。

We study an in-out motion of this model ( one boundary is fixed , another is in motion ) in massless scalar field .

本文利用重整化群技术讨论了在SU（N）标量场和规范场模型中真空期望值随能量变化的关系，以及对称性相应的相变形式.另外，对于（？）

The renormalization group technique is used in discussing the variation of the vacuum expected value of scalar fields with energy in the models of SU ( N ) scalar field and gauge field and the corresponding phase transition form during variation .

传统时空场分析多涉及DEM、遥感影像等标量场数据，对矢量场数据关注较少。

The traditional analysis of temporal-spatial field involves only the scalar field data such as digital elevation model ( DEM ), remote sensing image and so on , but pays less attention to the vector field data .

用brick-wall方法[1]计算Brans-Dicke黑洞背景下自由标量场的统计力学熵

By " Brick-wall " method , we calculate the free energy and the entropy of scalar field in Brans-Dicke black hole space-time

在第三章中，考虑了在包含正压流体（barotropicfluid）的FRW宇宙中具有双重指数势的标量场动力学演化，研究发现其渐近行为并不总是对应于单重指数势情形。

In chapter 3 , we study the cosmological dynamics of barotropic fluid and scalar field with a double exponential potential and point out that the late-time asymptotic-behavior does not always corresponding to the single-exponential case .

把广义不确定原理引入黑洞熵的计算，采用薄膜brickwall模型，对一般静态黑洞外部标量场的熵进行了计算，得到了熵计算公式。

Taking into account the effect of the generalized uncertainty principle on the entropy of black hole and adopting the thin film brick-wall model , the entropy of the quantum scalar field in generalized static black holes is calculated . The general formula for the entropy is obtained .

探讨了Taub度规下，复标量场的Einstein-Klein-Gordon方程的平面波解。

The plane wave solutions of Einstein-Klein-Gordon equation for complex scalar field in Taub metric were discussed .

另外，本文获得了均匀标量场模型中带电Q球的精确解，研究了非均匀标量场模型中Q球的数值解，结果表明带电Q球模型中也存在能量稳定性。

In addition , exact solutions of charged Q-ball in uniformity scalar field model are obtained in this thesis , and numerical solutions of charged Q-ball in variational scalar field model are studied , the result show that energy stability can also exist in charged Q-ball model .