What are the Principles of gravity?

Answer 1

Gravity is a force that depends on the mass of an object. More mass means more gravity. The force of gravity between two objects depends on the mass of one (M1), the mass of the other (M2) and the distance between them. The greater the masses involved the more the force of gravity between them. The less the distance between two masses, the greater the force of gravity between them.

Answer 2

The principles of gravity describe how objects with mass are attracted to each other. Gravity is a force that pulls objects towards each other based on their masses and the distance between them. The strength of gravity decreases with distance, following the inverse square law.

Answer 3

The Principles of Gravity are :

1. Matter creates a gravitational acceleration field, g=GM/r^2= v^2/r.

2. This acceleration field creates a force on any other matter in the gravitational acceleration field, F= mg.

3. Matter creates around it an acceleration field inducing a velocity of V with speed v=sqrt(GM/r).

4. The gravitational energy produced on matter m in a gravitational field is the sum of a potential energy or real energy Er = -mGM/r and Kinetic or Vector energy mcV. This combination is a quaternion energy E= - mGM/r + mcV.

Newton's and Einstein's Theory of Gravity does not include the vector energy associated with Gravity. This failure has led to the creation of "dark energy" and other anomalies in Cosmology.

Einstein's 1.7" space curvature deflection is a Newtonian Gravity deflection (1.68"). Tan X= y/R = gt^2/2R = gR/2c^2 where t=R/c and R is the separation from the sun 150Gm and c is the speed of light and g is 9.8 the gravitational acceleration of earth and y is the earth's gravitational deflection of light. Tan X = 9.8x150G/180GM= 8.166u.

Conservation of Gravitational Energy indicates that the Gravitational Universe is in Equilibrium with the gravitational centripetal force mv^2/r is balanced by the gravitational centrifugal force mcDel.V = mcvcos(z)/r. The redshift is v/c=cos(z), the indicator of equilibrium.

Hubble believed the redshift indicated an "hitherto unknown principle of nature", and Hubble did not favor the expansion theory of redshift. It seems that Newton's view of Gravity is sound but for neglecting the vector energy explicitly. Implicitly, Newton just added the mdV/dt! Maxwell simlarly added his displacement current without justification. Both of these terms find justification in A Quaternion Theory of Physics.

This vector force is added without Principle #3 above. Newton's Laws can be derived from :

0=Force=[d/dr, Del][-mu/r, mcV] = m[v^2/r - cDel.V, dcV/dr - Del u/r ]

Newton's added mdV/dt = mdcV/dr above where r=ct and dr=cdt.

Answer 4

Center of Garvity Line of Gravity

Base of Gravity

Affect body mechanics