The causal mechanism of gravity
Everything is self-supporting progression of collision events. The self-support mechanism is the causal mechanism of gravity, the deformation inserted by the progressing collision event system into the substance, the elements of which are colliding, constituting the objects (with their collisions). A quantitative representation of the causal mechanism of gravity could be given through the conservation power, the spontaneous collision density and the photon's half-life (Hubble wavelength doubling) constant.
From the shell theory follows a correlation of the spontaneous collision density to the nuclear material density: the nuclear material density should represent a multiplication of the collisions naturally occurring by an exact number, following from the shell structure. That exact multiplication factor mf is defined as:
mf =3/32 * (3*2^9)^2 =3/8 * (3*2^8)^2 – from the number of collisions on the surface of C13 and at the onset of regular, constant average nuclear density.
From sources for nuclei A>=27 their radius: r = 1.42e-15 * A^(1/3)
Using M = A* 1.6605655e-27 kg we get for the natural density of spontaneous collisions:
r0 = 6.848e11 kg/m^3 - spontaneous collision density by dividing the nuclear density with the mf = 3/32 * (1536^2).
The gravitational constant is connected to the conservation power, lost by a mass-equivalent photon:
G = 6.672e-11 N*m^2/kg^2 = m^3/kg/s^2 = P_c0 / h / ro0 = 2/3*me * c^2 * 2 /27/ Hd / h / ro0
where c = 2.99792458e8 m/s - speed of light in vacuum
r0 = 6.848e11 kg/m^3 - spontaneous collision density.
h = 6.626176e-34 J*s - Planck constant
me = 9.109534e-31 kg - electron mass = 27 collisions present
Hd = 2/3*me*c^2*2/27/G/h/ r0 = 1.33525e17s = 4.234 Gyr
P_c0 = 2/3*me * c^2 * 2/ Hd / 27 = G*h* r0=1.5139e-32 W - conservation power of mass-equivalent photon, two collision events.
a_P = c/ Hd * ln(2) =7.787e-10 m/s^2
The local light speed is a function of local spontaneous collision density and could be calculated as the gravitational red-shift assuming an n = 1 refractivity medium:
z = G/c^2* m/r=7.424e-28 * m / r [mass - kg, radius - m]
c(m,r) = c * (1-z); r (m,r) = r0 / (1-z)^2 - variable speed of light and spontaneous collision density.
Light bending angle: Fi(m/r) = 4 * z [rad]
Mass of body, moving (v2) in gravitational field of a larger body:
m2(m1,r) = m20 / sq-rt(1-v2^2/c^2/(1-z)^2)
considering the local speed of light c(m,r) as a limit, and not the speed of
light in the vacuum away from massive bodies.
The gravitational
force:
F12(m1/r) = P_c0 * m1 * m2(m1,r) / r^2 * (1-z)^2 / r0 / h
F12(m1/r) = P_c0 * m1 * m20 / sq-rt(1-v2^2/c^2/(1-z)^2) / r^2 * (1-z)^2 / r0 / h
F12(m1/r) - gravitational pull force between 1 and 2
m1 >> m2 - the masses of two bodies, 1 is much larger then 2.
m20 - rest-mass of second body
This is the correct equation of gravitational force, incorporating the causal mechanism of spontaneous collision density change.
The correction of * (1-z1)^2 is the correction for the local density change and
the correction of /sq-rt(1-v2^2/c^2/(1-z1)^2) is the correction for the mass
increase due to high velocity progression in the medium with a local velocity
of light, caused by the larger body. [For Mercury the second correction is
negligible, only the density change has an effect.]
The second correction was missed, this caused the delusions of "black
holes".
This equation indicates a slightly less pull force between the Sun and the
Mercury than the Newtonian equation: 0.99985 times the pure mechanical (as average),
without the causality effects.
There is a critical velocity of an object moving in gravitational field:
v2cr = c(m1,r) * sq-rt(1-(1-z)^4)
below which the effect is less than the Newtonian – like on the Mercury - , but
at larger speeds the effect is larger than the Newtonian. At the critical
velocity it is equal to the Newtonian. Also, at large distances m/r is small
and the z ~ 0, resulting the Newton defined relationship again.
[Indeed at v2 = c(m1,r) the Cherenkov radiation turns on – the motion of the
body propagates new photons, chains of self-supporting progressions of
collision events - and slows the massive body down.]
The above equation is good up to the local light speed for v2, when the object with rest-mass m20 will progress as a photon, not as massive body, meaning the above equation does not apply anymore. At that point z1 < 1. Always the limitation from the second massive body's velocity comes first.
The same basic structure - collision events, with a spontaneous collision event
density in the vacuum far from massive bodies of r0
= 6.848e11 kg/m^3 is being deformed to
result in the GR represented gravity effects. And even a
common equation results in the representation of neutron stars' mass and radius
correlation AND the nuclear radius and mass correlation! From this equation
follows that there are no black holes and "event horizons" out there
in the
reality, what you are refusing to look at... The density of mass IS the density
of collisions inside of the body. It is a function of density outside of the
body.
It limits the mass density therefore there is no possibility of a black hole.
m = 4/3*Pi*r^3*1536^2*3/32* r0/(1-7.4234e-28*m/r)^2
Defines the free standing nuclei type bodies' mass and radius relation, with
the added constrain that (1-7.4234e-28*m/r) > 0. I got for this critical
radius (when it would turn 0) the half of Schwarzchild's radius. The meaning of
Schwarzchild's radius in my representation is only that the local light speed
at that distance is the half of what is it in the vacuum.
z = 7.4234e-28*m/r - gravitational red-shift.
It also limits the force on the massive bodies in this region:
F12(m1/r) = Pc0 * m1 * m20 / sq-rt(1-v2^2/c^2/(1-z)^ 2) / r^2 * (1-z)^2/ r0/h
Which means that in the event the massive body would get down to this size, the
gravitational force from the first massive body would decrease close to 0, so
anything outside of this radius will pull away the masses from the center. No
"gravitational collapse" alleged process would occur. Sounds like a
supernova event to me. The central region is transforming into a neutron star -
and the size is limited by the decrease of inward force below the outward
directed force from the gravity of the bodies not yet approaching the region.
No black holes, no event horizons.