Artificial gravitation
20/05/2014 22:32
Artificial gravitation
Gravitation is in reality no force but occurs of the reason that force and reaction force not fully take each other out because of the mass of one of the particles have been changed because of induced potential. All forces are outhermost of electromagnetic nature. Here comes the equation for gravity g0=F1ΔU/(m0tU0) where g0 is the acceleration that the system experiences when it is considered to have normal mass F1 is the force that generates the field, ΔU is the voltage between the points where force and counterforce acts, m0t is the total normal mass of the system, U0 is the backgroundpotential of the Aether. You can also calculate g that is the true acceleration that the system experiences g=F1ΔU/(mtU0) where mt=m0t(Uind+U0)/U0 where mt is the systems total mass and Uind is the average induced potential for the system.
The formulas is derived in this way F1=-F2 F1=m01a1 , F1=m02a2 m1=m01(Uind1+U0)/U0 m2=m02(Uind2+U0)/U0
Frest=m1a1+m2a2= m01a1(Uind1+U0)/U0+ m02a2(Uind2+U0)/U0= F1(Uind1+U0)/U0+ F2(Uind2+U0)/U0= F1Uind1/U0+F1+ F2Uind2/U0+F2= F1Uind1/U0-F1 Uind2/U0=F1(Uind1-Uind2)/U0=F1ΔU/U0 g= Frest/ mt= F1ΔU/(mtU0) and Uind=(∑m0nUindn)/m0t and Frest=m0tg0=mtg
Where Frest is the gravitational force (lacks reaktion force) m1 is the mass of particle1, m2 is the mass of particle2, F1 is the force on particle1
F2 is the force on particle2 (and also the reaction force to F1 ), Uind1 is the induced potential at particle1, ), Uind2 is the induced potential at particle2, ), Uindn is the induced potential at particle n, m0n is the normal mass of particle n, m01 is the normal mass of particle1, m02 is the normal mass of particle2
These equations explains how UFOs can fly in normalspace and explains why you are’nt weightless in a UFO. The equations can be used to construct artificial gravitational fields. F1 and F2 is forces of electromagnetic nature.
