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利用新的整体嵌入方法研究高维旋转黑洞的Hawking效应和Unruh效应
A new global embedding approach to study Hawking and Unruh effects for higher-dimensional rotation black holes
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摘要: 首先通过维数约化的方法,在事件视界附近将高维旋转时空线元化为二维度规（仅仅是（t-r）部分）,然后利用新的整体嵌入方法研究了（1＋1）维时空的Hawking温度（Unruh温度）.研究结果验证了Banerjee和Majhi观点的正确性,同时将该观点推广到了高维旋转黑洞的研究,得到了高维旋转黑洞的Hawking温度（Unruh温度）.Abstract: First,we effectively reduce the higher-dimensional rotation metric to a 2-dimensional metric near the event horizon which contains only the （t-r） sector.Then,we study the Unruh/Hawking temperature for （1＋1）-dimensional space-time with the new global embedding method.It is shown that the viewpoint of Banerjee and Majhi is correct.We also extend the study to the case of higher-dimensional rotation black hole.
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