The WARP Reactor

What happens to Spacetime when you azimuthally accelerate an ultra-intense (multi-Mega-Amp) ion ring close to the speed of light while compressing said ion ring towards zero radius (i.e. The Anderson Paradox or Ehrenfest Paradox with a twist of radial compression)? By exploring the interfaces between General Relativity and Quantum Field Theory (i.e. Geometric Unity), the Wave Accelerated Ring Pinch “WARP” Reactor combines Relativistic, Unruh and Casimir Effects to create a stable Plasma/Spacetime Hopf Fibration or Anderson Warp Drive and Wormhole Portal.

The Wave Accelerated Ring Pinch "WARP" Reactor is a novel petawatt-class pulsed power machine, invented by physicist Michael G. Anderson, which promises orders-of-magnitude increase in the generation and acceleration efficiency of ultra-intense high energy ion beams for magneto-inertial confinement fusion, super-radiant flash x-ray/neutron generation and the study of new Relativistic High Energy Density (RHED) physics.

The WARP Reactor concept utilizes pulsed power modules to drive its WARP Core which consists primarily of two Dense Plasma Focuses (DPFs) and two Ion Ring Marx Generators (IRMGs) fired directly at one another. The two DPF and IRMG heads with embedded reflex triodes are implemented to reduce the size and cost of the drivers and increase ion ring generation, capture and acceleration efficiencies along with the added benefits of favorable magnetic field line curvature throughout the plasma liner implosion process due to higher velocity shear-stabilized pinch flows near gun muzzles and greater machine tuning capability for properly timing the liner implosion and ion beam generation, injection, compression and acceleration of the two colliding and subsequently entangled ion rings.

The physics behind the radial compression and azimuthal acceleration of the ion rings is as follows: The dual DPF-generated imploding plasma liners flux-compress a seed axial magnetic field creating a rapidly rising “magnetic wave” which causes the merged ion rings to radially compress via the Lorentz force and, due to the conservation of magnetic flux and canonical angular momentum, subsequently increases the ion ring azimuthal energy, which goes as: Efinal ~ Einitial x (Rinitial / Rfinal)^2.

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