Virtual lens formed by coincidence of propagating and contracting isochronous waves. A lens is a 4++ point along the line of transmissive or propagating energy.
See Also
Bidirectional Wave Pair
Lens
Mate-Pairs
pressure lense
retroactive
Wave Pair
“Diffraction rings are wave spheres in sections. They have an orderly rhythmic, mathematical and geometric relation to the sphere, the cube and whatever lenses occur when light waves interact. This diagram gives that mathematical relation. Sphere marked A indicates a miniature of the large diagram within which a lens is drawn as shown in sphere B as small scale. The exact width of each white and dark space is thus determinable with mathematical precision.” [Dr. Walter Russell]
(courtesy University of Science and Philosophy)
(click to enlarge)
See Also
Bearden Scalar Wave
center of sympathetic coincidence
Figure 3.4 - Focalizing Lenses at nested Cube faces
Figure 9.2 - Forces assimilating to and dispersing from Center of Coincidence
Figure 14.07 - Love Principle: Two sympathetic waves expanding from two points have one coincident centering locus
Gravitational Lens
Harmony
Isochronous
Lense
Mirrors and Lens of Cosmic Cinema
Perfect lensing with phase-conjugating surfaces: toward practical realization
Phase Conjugation
Polar Interchange - Part II
Unison
Sympathetic Coincidence
VIBRATIONAL COINCIDENTS