-8-

 

Here 'M' can also be explained as the total force experienced by the smallest Anu when the push rays are striking it from all sides, and from (iii) we get the force experienced by Anu N in presence of a object B which is supposed to be completely blocking the push rays that are trying to pass through its body and reach Anu N. The value of M is constant for every location of the universe. It is the highest possible force per unit area that can ever be created. In fact, it may be the effect of force M that we recognize in different form of forces. But, in this universe, which is crowded by unlimited floating objects, there can't be a place where we can have full strength of push rays concentration.

I have considered that the object B is having the highest possible density to completely block the push rays. In case of lighter density, some push rays will pass through it and strike the Anu N. This will neutralize the effect of some push rays which are pressing Anu from the right side, and that will make it less attractive to object B. So, the force with which Anu will be pushed towards B will depend on the density of B and will increase as the density will increase.

   Force of attraction between N and B   Density of B   .......    (iV)

The force will also increase if the volume of b is increased.

   Force of attraction between N and B   Volume of B   .......    (V)

 

 

Now, in figure sown below, let us suppose that there is an another object C lying between the lines NM and NK. The density of C is much lover than the density of N, but its volume and density are enough to block all the push rays trying to reach object B after pass through the location of N. The resultant force on C by rays coming between NM and NK will be same as on Anu N. But, if the density of C is further reduced, more push rays will pass through it making it less attractive to B. Therefore, the force of attraction between b and C will also be directly proportional to density and volume of object C.

 

 

   Force of attraction between B and C:

  Density of C                                     .......    (Vi)

  Volume of C                                     .......    (Vii)

Considering (iii), (iV), (V), (Vi) and (Vii) the force of push between B and C by the push rays which are only passing through the point N can be explained as:

 

 
 
 
      
  © Copyright 1983