THE MALTA COSMOLOGY TEMPLATE



Chapter 7 - Electrons 






PARTS



Chapter
Home


Part 1
Kickstarter


Part 2
Blackholepairs


Part 3
Electrons


Part 4
Antielectrons


Part 5
Selfproof
Home



















Part 2 - Blackholepairs (cont)

ARGUMENT 0705

BROUGHT FORWARD:
  • ARGUMENT 0703: Every blackhole is one half of a blackholepair with every other blackhole in the Universe.
  • ARGUMENT 0704: Every blackholepair is either adjacent or unadjacent.
REASONING:
  • Between the blackholes in every adjacent blackholepair there is an escape velocity and a vergence velocity.
  • If the vergence velocity is greater than the escape velocity, the blackholepair is understable.
  • If the vergence velocity is the same as the escape velocity, the blackholepair is stable.
  • If the vergence velocity is less than the escape velocity, the blackholepair is overstable.
CONCLUSION:
  • An adjacent blackholepair is either understable, stable, or overstable.



GLOSSARY:
  • escape velocity: The vergence velocity required for a pair of adjacent objects to break their adjacency. In the case of objects of similar mass, it can be by the interposing of other objects between them. In the case of objects of unequal mass, it can be the escape of the lesser object across the gravitysheath interface of the greater one. Escape Velocity at the gravitysheath interface, on a straight line between the centre of gravity of each of the objects, is always zero (precisely, it is zero minus one iota but for simplicity it is exactly zero). In that both objects are moving, escape velocity is always a joint measure.
  • overstable: An object is overstable when its vergence velocity is lower than its escape velocity.
  • stable: An object is stable when its vergence velocity is the same as its escape velocity.
  • understable: An object is understable when its vergence velocity is higher than its escape velocity.
  • vergence velocity: The speed at which gravitationally bound pairs of objects diverge and converge. For consistency vergence velocity is measured as the minimum realspeed achieved in a convergence/divergence cycle, extrapolated to be as at the gravitysheath interface on a straight line between the centre of gravity of each of the objects. Thus vergence velocity may have a plus or minus value, allowing for direct comparison with escape velocity. In that both objects are moving, escape velocity is always a joint measure.







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Copyright 2013 Peter (Ed) Winchester