自引力辐射体系的熵与引力坍缩

本利用李立新和刘辽导出的黑洞视界附近的辐射态方程，计算了约束在一个球形盒子中的自引力辐射体系的熵（不含中心黑洞和含有中心黑洞两种情况）。与Ｓｏｒｋｉｎ等人的计算比较，本的结果不会出现发散困难，而且体系的总熵（包括中心黑洞的熵）的上限正好等于坍缩后形成的同质量的黑洞熵。作认为，自引力辐射体系坍缩的合理模式是先形成中心黑洞，然后中心黑洞逐渐长大直至整个体系全部坍缩为黑洞。在坍缩过程中，任一中间态     

坍缩为黑洞前的自引力球对称电磁辐射体系

本文在R.D.sorkin等人工作的基础上对自引力球对称电磁辐射体系坍缩为黑洞前的能量密度及最大熵值作了讨论,得到了一些有意义的结果.     

非均匀椭球的引力坍缩

本文讨论了密度不均匀性对椭球引力坍缩的影响。如果椭球初始存在一个从中心到边缘的微小密度梯度,就会产生一个在坍缩后期不可忽视的压力。这个压力起抗衡引力坍缩的作用,作用的大小受热力学过程影响。满足多方过程pocp~v(v～5/3)的非均匀椭球会出现振荡。但对于初始偏心率很大的长椭球,反而会加强Lin,Mestal & Shu于1965年提出的不稳定性。     

自引力辐射体系的熵与引力坍缩

本文利用李立新和刘辽导出的黑洞视界附近的辐射态方程，计算了约束在一个球形盒子中的目引力辐射体系的墙（不含中心黑洞和含有中心黑洞两种情况）．与Sorkin等人的计算比较，本文的结果不会出现发散困难，而且体系的总摘（包括中心黑洞的墙）的上阳正好等于坍缩后形成的同质量的黑洞嫡．作者认为，自引力辐射体系坍绩的合理模式是先形成中心黑洞，然后中心黑洞逐渐长大直至整个体系全部坍缩为黑洞．在坍缩过程中，任一中间态的媳总是比末态的黑洞墙小，到坍缩过程结束总熵才等于对应的黑洞摘．这一结果为黑洞滴的起源提供了一个合理的解释．     

引力坍缩能形成环星系吗？

大部分环星系是由星系相互作用，引力响应的演化形成，但是，这并不是形成环星系的唯一方式，孤立星系的引力坍缩也可能形成环星系，本进行引力坍缩的数值模拟试验，计算结果也显示出较好的环形结构。     

多方气体球引力坍缩中激波的形成和传播

本文采用计算流体力学中的高分辨率ＰＰＭ格式，数值模拟了多方气体球的引力坍缩、激波形成和传播。物态方程取成ｐ＝Ｋ（ｓ）ρ＾γ，γ为密度的分段函数，通过绝热指数γ的不同取法对三个模型分别进行了计算，并对引力坍缩、反弹激波形成和传播等三个过程及不型之间计算结果的一些差异做了比较仔细的分析，得到了一些初步结论。     

非零宇宙常数Global Monopole的引力场

本文讨论了膨涨宇宙处于宇宙常数不为零时ＧｌｏｂａｌＭｏｎｏｐｏｌｅ存在的可能性、稳定性及求其引力场的解。最后分析了ＧｌｏｂａｌＭｏｎｏｐｏｌｅ的宇宙演化。     

Quantum Vacuum Effects in the Gravitational Field of a Global Monopole

A study is made of the vacuum expectation values for the energy-momentum tensor of a massive scalar field that satisfy a Robin mixed boundary condition on a spherical surface with a background gravitational field from a D+1-dimensional global monopole. Expressions are derived for the Wightman function, vacuum expectation of the square of the field, vacuum energy density, and the radial and azimuthal pressures inside the spherical surface. The regularization procedure involves using the generalized Abel-Plana formula for series in terms of the zeroes of cylindrical functions. This formula makes it possible to separate the part owing to the gravitational field of a global monopole without boundaries from the vacuum expectation and to represent the parts induced by the boundary in the form of exponentially converging integrals which are especially convenient for numerical calculations. The asymptotic behavior of the vacuum averages is studied at the center of the sphere and near its surface. It is shown that for small values of the parameter describing the solid-angle deficit in the geometry of a global monopole, the vacuum stresses induced by the boundary are highly anisotropic.     

On the Dynamics of a Deformable Satellite in the Gravitational Field of a Spherical Rigid Body

In this paper, a model is developed for the dynamics of a system of two bodies whose material points are under the influence of a central gravitational force. One of the bodies is assumed to be rigid and spherically symmetric, while the other is assumed to be deformable. To develop a tractable model for the system, the deformable body is modeled using Cohen and Muncaster's theory of a pseudo-rigid body. The resulting model of the system has several of the features, such as angular momentum conservation, exhibited by more restrictive models. We also show how the self-gravitation of the deformable body can be accommodated using appropriate constitutive equations for a force tensor. This enables our model to subsume many existing models of ellipsoidal figures of equilibrium. After the model and its conservations have been discussed, attention is restricted to steady motions of the system. Several results, which generalize recent works on rigid satellites, are established for these motions. For a specific choice of constitutive equations for the pseudo-rigid body, we determine the steady motions with the aid of a numerical continuation method. These results can also be considered as generalizations of earlier works on Roche's ellipsoids of equilibrium.     

Deformation of the Gravitational Field in Ring-Type N-Body Systems Due to the Presence of Many Radiation Sources

We study the distortion of the gravitational force field of an N-body ring-typecluster due to the presence of many radiation sources. We basically apply theRadzievskii's theory in this general model, considering that each member of thecluster is an independent radiation source.     

The Moments of the Boltzmann Equation for Massless Particles in a Rotating and Slowly Collapsing Neutron Star

In this paper we obtain the Boltzmann equation for massless particles(i.e. photons or neutrinos) when a star is rotating and slowly collapsing and derive its moments from it. Applying the typical metric for a rotating and slowly collapsing neutron star and the diffusion approximation we have solved the moments of the Boltzmann equation to get a useful equation, i.e. which may be used directly to study the properties of temperature for a central region of neutron star. This revised version was published online in July 2006 with corrections to the Cover Date.     

多方气体球引力坍缩中激波的形成和传播

本文采用计算流体力学中的高分辨率ＰＰＭ格式，数值模拟了多方气体球的引力坍缩、激波形成和传播，物态方程取成Ｐ＝Ｋ（ｓ）ργ，γ为密度的分段函数，通过绝热指数γ的不同取法对三个模型分别进行了计算，并对引力坍缩、反弹激波形成和传播等三个过程以及不同模型之间计算结果上的一些差异做了比较仔细的分析，得到了一些初步结论。     

The Role of the Magnetic Field in the Ascension of the 22nd and 23rd Cycles of Activity

The first small active regions of the last two new cycles seem to be formed, in its very first, preparatory stage, close to the equator with uncertain magnetic orientation, and as secondary products at the periphery of equatorial `magnetic bubbles' of the new magnetic flux still belonging to the old cycle. At the real beginning of the new cycle, at the periphery of its higher-latitude `magnetic bubbles', the opposite applies to the secondary regions of the ending cycle. It seems that two modes of magnetic flux supply the visible layers of the photosphere during the cycle transition phase: the emergence of the magnetic flux from the depth of the convective zone, and the mutual interaction of the earlier emerging fluxes, or the action of the `local dynamo', giving rise to the new local magnetic field concentrations.     

Non-Integrability of the Problem of a Rigid Satellite in Gravitational and Magnetic Fields

In this paper we analyse the integrability of a dynamical system describing the rotational motion of a rigid satellite under the influence of gravitational and magnetic fields. In our investigations we apply an extension of the Ziglin theory developed by Morales-Ruiz and Ramis. We prove that for a symmetric satellite the system does not admit an additional real meromorphic first integral except for one case when the value of the induced magnetic moment along the symmetry axis is related to the principal moments of inertia in a special way.     

大气、陆地水储量和海水质量分布变化与地球低阶引力场球谐系数的关系

大气、固体地球及海洋组成了一个复杂、变化的地球动力学系统，这一系统中的任一质量分布变化都将产生地球引力场变化。采用全球7000多个地面气象台站的月平均降水及温度资料、NCEP提供气压月均值、TOPEX／Poseidon卫星测高资料和WOA98海水温度及盐度模型计算了大气、陆地水储量和海水质量分布变化引起地球低阶引力场系数变化。比较综合大气、陆地水储量和海水质量分布变化对带谐项J2，J3，J4影响的计算结果和人卫激光卫星的测定结果，可以看出，大气、陆地水储量和海水质量分布变化是引起地球低阶引力场系数周年变化的重要激发源。     

Change in the Orbital Period of a Binary System Due to an Outburst in a Windy Accretion Disk

Astronomy Letters - We consider a new mechanism for the removal of angular momentum from an X-ray binary system and the change in its orbital period—the mass loss in the form of a wind from...