Imaginary Charge and Gravitational-Electric Space - Revision history

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	==Abstract==		==Abstract==

	We consider the We consider the gravitational mass of a particle as an imaginary charge. A two-dimensionasl sub-space, gravitational-electric (G-E) space, is introduced to combine the imaginary gravitational charge with the real electric charge. By using this new concept, the gravitational field equations for weak gravity and low velocities can then be written in a form analogous to Maxwell's equations. With this arrangement the gravitational and electromagnet fields can be unified in the G-E sub-space, which provides a new approach to study the properties of the gravitational field. As a consequence, the gravitational energy density and energy flux would exhibit new properties with this formation.[[Category:Scientific Paper]]		We consider the We consider the gravitational mass of a particle as an imaginary charge. A two-dimensionasl sub-space, gravitational-electric (G-E) space, is introduced to combine the imaginary gravitational charge with the real electric charge. By using this new concept, the gravitational field equations for weak gravity and low velocities can then be written in a form analogous to Maxwell's equations. With this arrangement the gravitational and electromagnet fields can be unified in the G-E sub-space, which provides a new approach to study the properties of the gravitational field. As a consequence, the gravitational energy density and energy flux would exhibit new properties with this formation.

			[[Category:Scientific Paper\|imaginary charge gravitational-electric space]]

	[[Category:Gravity]]		[[Category:Gravity]]

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{{Infobox paper
| title = Imaginary Charge and Gravitational-Electric Space
| author = [[T Chang]]
| keywords = [[imaginary charge]], [[gravitation-electric space]], [[gravitational and electromagnetic fields]]
| published = 1992
| journal = [[Galilean Electrodynamics]]
| volume = [[3]]
| number = [[2]]
| pages = 36-42
}}

==Abstract==

We consider the We consider the gravitational mass of a particle as an imaginary charge. A two-dimensionasl sub-space, gravitational-electric (G-E) space, is introduced to combine the imaginary gravitational charge with the real electric charge. By using this new concept, the gravitational field equations for weak gravity and low velocities can then be written in a form analogous to Maxwell's equations. With this arrangement the gravitational and electromagnet fields can be unified in the G-E sub-space, which provides a new approach to study the properties of the gravitational field. As a consequence, the gravitational energy density and energy flux would exhibit new properties with this formation.[[Category:Scientific Paper]]

[[Category:Gravity]]