Engineering Physics and Mathematics About Kepler’s Third Law on fractal-time spaces

In this paper, we give mathematical model of fractal space-time space including Fα calculation. It solved by giving the free fall motion and the differential equations of the harmonic oscillator in the fractal time space. In addition, we use Kepler's third motion rule generalized in fractal space-time using scale transformation and invariance of the law of physics.

I was born in Ulmi, Iran - Gormankane, in the western part of Azerbaijan. I have completed mathematics and physics high school. I was the best student when I was educated during B.Sc. And Master I completed my doctoral course. Theoretical physics from Pune University in India I published more than 40 papers and books. I am interested in mathematical physics, focusing on fractal calculations.

Fractal geometry is used in natural science - mathematics, physics, chemistry, biology - but it has been used recently in architecture and urban design. For example, Mit Media Lab's Neri Oxman calculates simulations from nature to the design and creation of new materials, and fractal shaped buildings (see below).

No Even in the world of fractals and mathematics, there is no "beautiful proof". Physical laws and formulas are not hidden somewhere in textbooks and fractals based on the golden ratio are the most "beautiful" Devlin does not provide "scientific evidence". "Beauty" Does he energize "quantity" of beauty? No, unless there are constants or standards to measure it, no. When he saw it he knew it was "beautiful", and in his own case it was produced by a golden ratio of 1.618. The reason is that the various parts of the pattern are fused together. It thinks that he is the harmony, balance, and perfection of mathematics and aesthetics, which is the most favorable proportion.

Kepler's law is merely physically explained in the publication of Philosophiae Naturalis Principia Mathematica by British physicist and mathematician Isaac Newton (1687). Here, Newton published his law of motion and the law of universal gravity: any two particles in the universe are proportional to their mass product and attracted to each other by a force inversely proportional to the square of the distance between them . Newton resumed Kepler's law using these laws and made planetary theory the first field of physics in history. Then he applied these laws to explain other phenomena such as rising and falling tides and the orbit of the comet.