2 citations · 4 across the 4 of their papers we have counts for
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The stable problem in the Rindler space-time
Tian Gui-hua, Shi-kun Wang, Shuquan Zhong
We carefully study the stable problem of the Rindler space time by the scalar wave perturbation. Using the two different coordinate systems, the scalar wave equation is investigate…
The tortoise coordinates and the cauchy problem in the stable study of the Schwarzschild black hole
Gui-hua Tian, Shi-kun Wang, Shuquan Zhong
Generally, the Schwarzschild black hole was proved stable through two different methods: the mode-decomposition method and the integral method. In the paper, we show the integral m…
The effect of the tortoise coordinate on the stable study of the Schwarzschild black hole
Tian Gui-hua, Shi-kun Wang, Shuquan Zhong
Carefully analyze influence of the tortoise coordinates r* and t on the stable study of the Schwarzschild black hole. Actually, one should be cautious in using the compact property…
Klein-Gordon equation and the stable problem in the Rindler space-time
Tian Gui-hua, Shi-kun Wang, Shuquan Zhong
The Klein-Gordon equation in the Rindler space-time is studied carefully. It is shown that the stable properties depend on using what time coordinate to define the initial time. If…