摘要
A new general way for researching the Hawking effect in the spheri-cally symmetric or the plane-symmetric non-static space-times is proposed.The theoreticalfoundation of this way is laid.The Klein-Gordon equation must be reduced to the stand-ard form of wave equation near an event horizon when a generalized tortoise coordinateis adopted.Then,both the Hawking radiation temperature and the equation determining thelocation of the event horizon are obtained automatically.When the radiation is weak,thefirst approximation of our result is the same as the approximate result obtained with theradiation back-reaction method.
A new general way for researching the Hawking effect in the spheri- cally symmetric or the plane-symmetric non-static space-times is proposed.The theoretical foundation of this way is laid.The Klein-Gordon equation must be reduced to the stand- ard form of wave equation near an event horizon when a generalized tortoise coordinate is adopted.Then,both the Hawking radiation temperature and the equation determining the location of the event horizon are obtained automatically.When the radiation is weak,the first approximation of our result is the same as the approximate result obtained with the radiation back-reaction method.
基金
Project supported by the National Natural Science Foundation of China.
