THE MALTA COSMOLOGY TEMPLATE



Chapter 03 - Blackholes






PARTS

Part 0300
Blackhole
Home Page


Part 0301
Gravitonpair

Physics

Part 0302
Blackhole

Physics

Part 0303
Blackhole

Structure

Part 0304
Blackhole Mechanics


Part 0305
Blackhole Attunement


Blackhole Selfproofs


















Part 0303 - Blackhole Structure

ARGUMENT 0303-04

PRECEDENTS
PARAMETERS
  • Consider that each graviton in an blackhole gravitonocean has a measure of realspeed.
  • Consider that the combined realspeed of the gravitons in a blackhole gravitonocean, when extrapolated to be as at the gravitonocean/gravitonosphere interface, is the gravitonocean's vergence velocity
  • Consider that the gravitonocean has an escape velocity which, at the gravitonocean/gravitonosphere interface, is zero.
REASONING
  • When a gravitonocean's vergence velocity is lower than its escape velocity, the gravitonocean is overstable. 
  • When a gravitonocean's vergence velocity is the same as its escape velocity, the gravitonocean is stable. 
  • When a gravitonocean's vergence velocity is higher than its escape velocity, the gravitonocean is understable. 
CONCLUSION
  • That every blackhole gravitonocean is overstable, stable, or understable. 






Comments and suggestions:  peter.ed.winchester@gmail.com

Copyright 2013 Peter (Ed) Winchester



REVISIONS

10 Apr 2015 - Major revisions to layout, content, and numbering
21 Apr 2017 - teels changed to gravitons.