Age of Black Holes
As the world was expanding, TAs , sub-particles,
particles, materials such as Hydrogen, stars and galaxies were formed. Free Omegas
have maximum speed , Electas, Magnetas and Tempetas had slower speed of escaping center of the world, but Gravitas were slowed down due
to their tendency to the other Gravitas behind. Any TAs or any massive elements
at the process of combining will have spiral or oblique angle of approach which
decreases their transversal speed. Also it should be considered anything more
complex has internal rotational speed and so they will have slower speed. This is
the reason why massive materials from sub-particles to galaxies were slowed down.
Gravity is tendency of stable materials to each other to get into more stable state and Black
Holes are most stable object could exist.
Speed of expansion (moving outward relative
to center) of heavy materials (stars and galaxies) according to their mass
would be decreased, and anything with spiral speed has less transferring speed.
At some universal time the speed of
expansion was Sm and at that time the process of combining some TAs and Gravitas started. They had motions toward each other (not only transversal) so their speed were
decreased and become sum of rotational plus transversal speed. As process goes
on and with integration of more items then the speed decreased more. Finally
this process would result a galaxy and speed of galaxy is a fraction of Sm
today which comparing with current expansion speed C the Galaxy transversal
speed is very low. The Galaxies transversal and rotation speed is function of
their distance from the center of the world and also their mass.
Theoretically speed of all material at the
center of the world is zero and reaches to SfMAX at the edge of the
expanding wave.
Also it should be considered that time also has the following function
Black Holes were formed, but their speed of motion getting far from the world center is function of Sm(d) and its time is Tm(d).
It is true that time slows near heavy stars, but not time itself. It is the change of time slices that slows down (become longer). It is said that the average particle population determines the mean Δr (distance between successive Omegas), and Sf is constant, so in far distances from massive objects, time change has the following function (look at formula 16)
This formula is true for places far from objects, a Δr(t) at distance R from the world center where density of Omegas increase then Δr(t) decreases and has a different function relative to this value. With assumption of average Δr(t) to be Δra and the free space average accumulation of Omegas to be (Parav) then this proportionality changes to
This means Δr decreases dramatically inside Black Holes (Par density increases suddenly).
Also Sf = Δr / Δt so Δt =Sf / Δr (Sf is constant at R) therefore in the massive stars the time rate would be proportional to mass.
It means Δt would become longer near heavy object, till it reaches Δt(1) .It should be considered that Δt(t) has the minimum time slice value at half-age of the world.
The time rate would change near heavy stars, and while getting far (distance r) the time rate will be the same value as the universal time rate.
It is true that time slows at velocities near light speed, but not time itself, but rate of time slows down with the Laurence function or time slices will become longer with velocity and density.
It means the sequence of Black Holes creation is not only determined by their position, mass or but also it is function of time and the way that the world is growing.
Assume while the world is growing and time is 1 Mil years (after start) then a galaxy is formed and at the center of that galaxy a Black Hole has been shaped, 2 Mil years later another galaxy is formed in the same direction of previous galaxy, then since the time at the position of the second galaxy is less than the time than the first one, then the first galaxy is at the birth date and age 1 Mil years (if time stops in it), but the second one has birth date of 3 Mil years, actually the first one is older! So as the world grows, according to distance to the center of the world, the progress will make older stars and galaxies, even though they are formed later.
As result, it is cleared that looking trough sky and judging the age of Black Holes or stars from their surrounding radiation or their distance is not so accurate.
Another problem is when two Black Holes are attracted to each other and going to form a new one, then determining the (Equivalent) age of new Black Hole which is going to be created could not be calculated simply. Assume the first Black Hole has age Y1 and mass M1 and the second one has age Y2 and M2 mass, and the resulting Black Hole has age Yr and mass Mr.
It is clear that the resulting Black Hole mass is Mr =M1 + M2 but the equivalent age of this Black Hole should be Yr = current universal time or Yr = Y1 + Y2 or the smaller age or bigger age or even the new Black Hole age is a function of mass and age of its components. It is clear that time slows down where there is a massive object, and decreases more in correspondence to higher mass, so it is clear that the age of created Black Hole depends on both mass and age of the two composing Black Hole. Time never stops at Black Holes.
Formula 26 means time slices would become so high that when a year is passed on earth, a very short time maybe a second has passed on Black Hole. Age of a Black Hole depends on the mass and time of its creation, and has no relation to universal time. Even though the age of Black Hole does not grow with time but grows inversely to its mass, it means age of heavier Black Holes grows slower. It is clear that effect of any massive object on the time slices will decrease proportionally to distance from that object. Approximately it could be assumed as
This would result to a formula for the age of a Black Hole as its mass grows
Yc is the universal time that the Black Hole has been created and Mc is the original mass, and Mr is the current mass of Black Hole and Yr is the current age of Black Hole. It means age of Black Holes increases as their mass increases, or by absorbing surrounding mass, age of Black Hole increases.
The equation (27) shows time increases very slowly on the Black Holes (time do not freeze on the Black Holes) and would pass very slowly, also Date would not go back with the mass increase. When mass of Black Holes goes very high, its birth date will go to start time!