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How Quantum Mechanics and General Relativity Can Be Brought Together

How Quantum Mechanics and General Relativity Can Be Brought Together
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摘要 This paper describes an easy and teaching way how quantum mechanics (QM) and general relativity (GR) can be brought together. The method consists of formulating Schrödinger’s equation of a free quantum wave of a massive particle in curved space-time of GR using the Schwarzschild metric. The result is a Schrödinger equation of the particle which is automatically subjected to Newtons’s gravitational potential. This paper describes an easy and teaching way how quantum mechanics (QM) and general relativity (GR) can be brought together. The method consists of formulating Schrödinger’s equation of a free quantum wave of a massive particle in curved space-time of GR using the Schwarzschild metric. The result is a Schrödinger equation of the particle which is automatically subjected to Newtons’s gravitational potential.
作者 Martin Suda Martin Suda(Department of Safety & Security, Optical Quantum Technologies, AIT Austrian Institute of Technology GmbH, Vienna, Austria)
出处 《Journal of Modern Physics》 2016年第6期523-527,共5页 现代物理(英文)
关键词 Quantum Mechanics Schrödinger Equation General Relativity Newton’s Gravitational Potential Curved Space-Time Schwarzschild Metric Non-Euclidian Geometry Quantum Mechanics Schrödinger Equation General Relativity Newton’s Gravitational Potential Curved Space-Time Schwarzschild Metric Non-Euclidian Geometry
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