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Scalar Wormhole at Finite Temperature 被引量:1
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作者 pan rongshi SU Rukeng SU Chenggang 《Chinese Physics Letters》 SCIE CAS CSCD 1995年第5期261-264,共4页
The wormhole solution of a finite temperature scalarø4 field coupled to gravity is given.It is shown that Hubble constant and the size of the wormhole neck all increase with temperature.Temperature dependences fo... The wormhole solution of a finite temperature scalarø4 field coupled to gravity is given.It is shown that Hubble constant and the size of the wormhole neck all increase with temperature.Temperature dependences for other physical properties of wormhole are also discussed. 展开更多
关键词 temperature. SCALAR FINITE
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SCALAR SOLITON BLACK HOLE AT FINITE TEMPERATURE
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作者 pan rongshi SU Rukeng 《Chinese Physics Letters》 SCIE CAS CSCD 1990年第1期1-4,共4页
The non-topological solutions of scalar soliton black hole are extended to finite temperature.We find that the mass of soliton black hole is a monotonously rising function of temperature.A system of soliton black hole... The non-topological solutions of scalar soliton black hole are extended to finite temperature.We find that the mass of soliton black hole is a monotonously rising function of temperature.A system of soliton black holes is thermodynamical stability.The thermodynamical behaviour between soliton black hole and usual black hole are compared. 展开更多
关键词 temperature. stability. SOLITON
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Can Boltzmann Soliton Star Exist?
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作者 SU Rukeng CHEN Xuelei pan rongshi 《Chinese Physics Letters》 SCIE CAS CSCD 1992年第12期637-639,共3页
The ferrnion soliton stars suggested by Lee and Pang are extended to finite temperature.The degeneracy temperature T_(D) above which the fermion soliton star will become a Boltzmann soliton star is given.We prove that... The ferrnion soliton stars suggested by Lee and Pang are extended to finite temperature.The degeneracy temperature T_(D) above which the fermion soliton star will become a Boltzmann soliton star is given.We prove that the Doltzmann soliton star cannot exist,because it is unstable. 展开更多
关键词 TEMPERATURE SOLITON SOLITON
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