COSMOCOMP 1st Brochure

Part 12 In COSMOCOMP

The physical situation in PHYSIVERSUM analogous to this mathematical one in MATHEVERSUM I've shown in the previous part is that somewhere are gathered 8 AQUATIKS with matterik, but now each "green" AQUATIK is not surrounded by one "red" GRAVITIK, but this entire cluster of AQUATIKS is surrounded by one common "red" field.

Pic.14

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A note here: 

This is only a schematic illustration.

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This collective "red" field in PHYSIVERSUM, I have called GRAVHOOP.

GRAVHOOP is the "red giant squid" in "green" AQUENUS.

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Now imagine a ball with volume x and surface y. If we combine 8 such balls into one, the volume of this ball will be 8 times larger and its surface will be 4 times larger. So in this case the ratio of volume increase to surface increase is: 

8 / 4 = 2

In case of 8^2 balls combined into one the ratio of volume increase to surface increase is:

8^2 / 4^2 = 4

In case of 8^3 balls combined into one the ratio of volume increase to surface increase is:

8^3 / 4^3 = 8

And so on...

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In case of the cluster of Q AQUATIKS with matterik the ratio of volume increase to surface increase is:

KAZIUK

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A note here:

I'm not for counting, I'm for thinking.

If you, professor of physics, want to know what the value of Q is, count it.

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That's why in case of the cluster of Q AQUATIKS with matterik the GRAVHOOP's effective force is KAZIUK times greater than GRAVITIK's effective force, and it is:

(C) / [(SHORTEK * KAZIUK^2)^2 / (KAZIUK * KAZIUK)] =

= (C) / (SHORTEK * KAZIUK)^2 =