User:Vanderhoeven

There’s a simple ratio  between  the constant  k  (7.10-11 ) from Newton’s gravi attr. formula and Hubble’s receding velocity constant H (15 km/sec per 1 million light yrs) ; neither  “constant”   being constant  ! The connection between the “constants” k and H, is the  idea that  the age of the Universe  is  1/H  or  20 billion yrs.( 6.10 17 sec.) and due to a continuous age increase, 1/H ;  a continuous  decrease  of  H. Assume  an extra  10%   or 2 billion yrs of   the Uni’s age  into the future. Age 1/H becomes  10% larger , automatically  reducing H by 10 %. The expansion (or tangential) velocity of the Universe is  r.H (45000 km/s)  where   r is radius of Uni ( 3.1025 mtrs) .( see www.hubble-h.com  After 2 billion yrs of expansion the Uni’s  radius is  10 %  larger  than it is now.( an  increase of 3.1024 mtr )  The acceleration of the Uni’s expansion  is r.H2  that equals Newton’s   k. The  r.H2 can be replaced by r.ω 2 .There by reducing Newton’s gravi attr. formula to  ω2 . r = k, since  at  an acceleration that equals 7.10-11,  mass = r2  ( mass = 9.1050 kg). Using ω (the angular velocity  ω= H)  the  gravi formula   r.ω2 =k  now   uses a 10 % increased   r= radius  but a 1/ H 2  =  10% times 10%  reduced  ω2 (  81/100 ) ;  there by  reducing Newton’s  k by 10 %  ,the same as the reduction  of H  due to the age addition   of 2 billion  yrs  to the present 20 billion yrs of age . If  Newton’s  k and Hubble’s  H   decrease ( or increase)   by the same  percentage  there’s  a ratio between them ( k/H being the expansion velocity or tangential velocity  of the Universe). After some 2 billion yrs, Newton’s gravi constant will be 10 %  reduced from its present  7.10-11 value  and Hubble’s H will be equally reduced by 10%  from its present  15 km/s per 1 million light  yrs dist. Someone, anxious about loosing weight, need  to wait  only 2 billion yrs for an automatic wght reduction of 10 %. The formulas for a rotating mass  ω2.r = acceleration   or V(t) = ω.r, are identical to Hubble’s   V(receding) =  H times distance. Hubble was not concerned  with distance equals radius  nor acceleration of the expansion  or  V(t). Formula ω = k/r can be used to calculate the  age  of the Milky way, using 1/ω  equals  age, and  r =  50,000 light years(5.1020 mtrs). This age, 100 million yrs  is  some 50 times younger than the sun  or other stars that  joined it. Using the std formula ( ω2 .r = k times Mass/ r 2  )for the  central sphere of the  galaxie , that age comes to 50 million yrs.