Solution Of Wheeler-De Witt Equation, Potential Well And Tunnel Effect

2); (2) CCAST (World Lab.); Beijing; Beijing University of Technology (formerly Beijing Polytechnic Univ.); Gang Weng (1) ((1) Y. C. Huang; Institute of Theoretical Physics; P. R. China; P. R. China); Yong-Chang Huang (1

arxiv: 0705.2083 · v1 · pith:DEJ6EIPVnew · submitted 2007-05-15 · ✦ hep-th

Solution Of Wheeler-De Witt Equation, Potential Well And Tunnel Effect

Yong-Chang Huang (1 , 2) , Gang Weng (1) ((1) Y. C. Huang , Institute of Theoretical Physics , Beijing University of Technology (formerly Beijing Polytechnic Univ.) , Beijing , P. R. China , (2) CCAST (World Lab.)

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P. R. China)

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classification ✦ hep-th

keywords cosmicbirthequationquantumeffectfactorfieldpotential

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This paper uses the relation of the cosmic scale factor and scalar field to solve Wheeler-DeWitt equation, gives the tunnel effect of the cosmic scale factor a and quantum potential well of scalar field, and makes it fit with the physics of cosmic quantum birth. By solving Wheeler-DeWitt equation we achieve a general probability distribution of the cosmic birth, and give the analysis of cosmic quantum birth.

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Solution Of Wheeler-De Witt Equation, Potential Well And Tunnel Effect

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