BALTIMORE JMM I bring it all together. the most up todate plane and analytic geometry construction of gravity field energy curves.
This paper returns to original philosophical inquiry conducted by the Masters, Galileo and Sir Isaac Newton. As Galileo had done, I not only reject the difficult nature of trying to explain g-field energy curves using an ellipse, but pursue his conviction that God would never use such a complicated curve to move His planets. I develope his mechanical energy curves, apply them to a CURVED SPACE DIVISION ASSEMBLY, prove energy distribution of stable M1 and M2 orbit using Galilean potential curves and motive curves, and use Sir Isaac Newton's Inverse Square Law to confirm operating radii of central force orbits so constructed using circular energy curves proposed by Galileo. I also develope the first plane/analytic geometry demonstration of Kepler's second perception concerning conservation of orbit angular momentum.
ORIGINAL COPYRIGHT GEOMETRY BY THE SANDBOX
ORIGINAL COPYRIGHT GEOMETRY BY THE SANDBOX
Two unity curves balanced on average orbit energy diameter (CSDA LatusRectum) with inverse square connector hooking curvature of orbit with momentum of M2 into the paper.
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Period diagram of orbit time curve; M2 about M1. Notice potential limit of M1 controls Galileo's motive energy curves, red = high limit and blue = low limit
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