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The directional nature of light allows the realization of polarization. Polarization is a continuously occurring process for all waves radiations, and more so for electromagnetic wave field. The counterpart for gravitational wave field has yet to be detected. However, natural light is called unpolarized light, a misnomer, since its instantaneous polarization fluctuates randomly at extremely high speed. Fortunately, a device exists, called a linear polarizer, and it can filter unpolarized natural light into linearly polarized light. Commercial spinoffs are the Polaroid, developed by Edwin Land, and are used in sunglasses, protecting the eyes from UV rays.
The successful application of polarizer proved beyond the shadow of doubt that light is naturally directional. This is a property for all wave field propagations which most likely would also include waves of consciousness. Moreover, this vector property of waves can be described classically by Maxwell’s curl equation:ѲP=(1/v²)(∂²P/∂t²). Since the field P varies in space and in time, it must always be connected to instantaneous variations of magnetic field (M) and electric field (E): P=M´E. This means for every person it is a me and not an I which lowercase i, is always imaginary.
The I-me dilemma has been raging for years until physicist Jones invented his I-beam matrices that look optically real but in facts are elementally complex imaginary. Jones matrices can describe the following optical devices: linear and circular polarizers, retarded phasers, phase changers, and isotropic absorbers. Further examinations show that they possess similarities to Pauli spin matrices. Jones and Pauli matrices are complex imaginary while Hadamard matrices are real. Therefore, 2 are imaginary and 1 real represent the trichotomy of mind, body, and soul.
Time independence: [∂E(g)]²=[∂F(a)×∂r(a)]·[∂F(b)×∂r(b)] and Mass independence: ¶a(t)·¶r(t)=c²
Re: optical Jones matrices -
03-18-2008, 04:05 PM
Linear Mode
