Einstein once said that 3D solid geometry was nothing but physics.
We assume that the following unconventional formulas are products of the statistical transition matrix chains B:
i- Two 3D bodies of different shapes can only have the same volume V if they have exactly the same area A.
ii- The minimum value of the V/A ratio of a body of 3D geometry is equal to 1/6 and is satisfied by cubic geometric shapes.
iii-Two three-dimensional bodies of different shapes and of different materials can only have the same mass m if they both have exactly the same volume V and the same area A.
iii- Sabine's imperial formula for the reverberation time Tr in sound rooms:
Tr= constant * V/s A.
is deduced in a regular way via the chains of the matrix B.
. . . etc.
This is just a quick preliminary answer to shed light on points i, ii and iii and to correct a serious error in point iii which is erroneously written as:
Two three-dimensional bodies of different shapes and different materials can only have the same mass m if they both have exactly the same volume V and the same area A.
the correct form is:
Two three-dimensional bodies of different shapes and of the same matter can only have .....
the physical significance of this item is beautiful.
Take any amount of clay or liquid metal and try to form different shapes or statues and the result is that they will all have exactly the same surface area and volume.
the beauty of items i,ii and iii comes from their simplicity.
In other words, any smart student can validate them all just with their pocket calculator.
- Badges
- Science topic
- Similar topics
- Filing