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  steady
    THE BOUND STATE OF DIRAC PARTICLE IN FOUR- DIMENSIONAL STEADY STATE OF PSEUDO——RIEMANN SPACE——TIME
    四维稳态伪Riemann时空中的Dirac粒子束缚态
短句来源
    Nonthermal Radiation Near the Horizon of Steady State Manko Black Hole
    稳态Manko黑洞的非热辐射
短句来源
    In this paper, we discuss the problem, the bound state of Dirac particles in general four dimensional steady state of pseado-Riemann space-time.
    在本文中,我们在一般的四维稳态伪Riemann时空中讨论了Dirac粒子的束缚态问题。
短句来源
    We investigated the dynamical behavior of the spinor particles in 1+1 di-mensional Non-Static Space-Time described by general time coordinate t. The solution ofDirac equation near a black hole is obtained from the tortoise coordinate equation which is dif-ferent from both steady black hole and non-static space- time described by the lead Edding-ton coordinate v.
    对以普通的时间t为变量的1+1维动态时空中对Dirac旋量粒子的动力学行为进行了研究.采用既不同于稳态又不同于以超前爱丁顿坐标V描述的动态时空的乌龟坐标方程。
短句来源
    It is proved that nonthermal radiation can be generated near the horizon of steady state Manko black hole when there exists "dragging movement" of the space by the gravitational field near the horizon.
    本文论证了一种新的稳态Manko黑洞视界附近出现Dirac真空的正负能级交错,并产生非热辐射。
短句来源
更多       
  steady state
    In this paper, we discuss the problem, the bound state of Dirac particles in general four dimensional steady state of pseado-Riemann space-time.
    在本文中,我们在一般的四维稳态伪Riemann时空中讨论了Dirac粒子的束缚态问题。
短句来源
    It is proved that nonthermal radiation can be generated near the horizon of steady state Manko black hole when there exists "dragging movement" of the space by the gravitational field near the horizon.
    本文论证了一种新的稳态Manko黑洞视界附近出现Dirac真空的正负能级交错,并产生非热辐射。
短句来源
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  steady
A condition of the existence of stable positive steady-state solutions for a one predator two prey system
      
This paper provides a natural condition of the existence of stable positive steady-state solutions for the one predator two prey system.
      
A boundary element method for a nonlinear boundary value problem in steady-state heat transfer in dimension three
      
In this paper, a new method of boundary reduction is proposed, which reduces the steady-state heat transfer equation with radiation.
      
This paper deals with the steady state bifurcation of the K-S equation in two spatial dimensions with periodic boundary value condition and of zero mean.
      
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  steady state
This paper deals with the steady state bifurcation of the K-S equation in two spatial dimensions with periodic boundary value condition and of zero mean.
      
With the increase of parameter α, the steady state bifurcation behaviour can be very complicated.
      
The asymptotic expressions of the steady state solutions bifurcated from the trivial solution near α=2 and α=5 are given.
      
The velocity distribution at the outlet of the electric supercharger is determined by hot-wire anemometry under various rotation speeds in steady state.
      
The Nernst equation in equilibrium and the Michaelis-Menten relation in steady state were derived from the two-state kinetic model.
      
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  steady-state
A condition of the existence of stable positive steady-state solutions for a one predator two prey system
      
This paper provides a natural condition of the existence of stable positive steady-state solutions for the one predator two prey system.
      
A boundary element method for a nonlinear boundary value problem in steady-state heat transfer in dimension three
      
In this paper, a new method of boundary reduction is proposed, which reduces the steady-state heat transfer equation with radiation.
      
Using a supplementary variable method, the steady-state solutions for some queueing and reliability measures of the system are obtained.
      
更多          
  stable
We show that there is a complex spaceXcendowed with a holomorphic action of the universal complexificationG ofK that containsX as an openK-stable subset.
      
Let T be a τ -stable maximal torus of G and its Weyl group W.
      
Assume B is F-stable, so that U is also F-stable and U(q) is a Sylow p-subgroup of G(q).
      
We show that the conjugacy classes of U(q) are in correspondence with the F-stable adjoint orbits of U in u.
      
It is also shown that on the nilmanifold $\Gamma\backslash (H^3\times H^3)$ the balanced condition is not stable under small deformations.
      
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