원문정보
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초록
영어
Newton mechanics showed that energy is scalar quantity. Special relativity derived that energy is scalar, vector and imaginary quantities. Solution for the millennium seven problems suggested that energy is conserved because expectation of the general relativity factor is(½). Finally energy has a duality, vector and complex. And also it can rotate leftwise or rightwise and be positive or negative, that is to say, a spherical coordinate system. Energy needs a duality in order to express kinetic energy(work energy) and momentum energy(pc) at the same time in real numbers.
목차
Abstract
1. Scalar Energy (Newton Mechanics)
1-1. Potential Energy and Conservative Forces
1-2. Special Relativity
2. Vector Energy(Einstein Relativity)
2-1. Special Relativity
3. Complex Energy
4. Law of Energy Conservation
5. Conclusion
References
1. Scalar Energy (Newton Mechanics)
1-1. Potential Energy and Conservative Forces
1-2. Special Relativity
2. Vector Energy(Einstein Relativity)
2-1. Special Relativity
3. Complex Energy
4. Law of Energy Conservation
5. Conclusion
References
저자정보
참고문헌
자료제공 : 네이버학술정보