Biochemical

Heisenberg's Uncertainty Principle Derived From Standing Matter Wave Theory by Michael Harney, June 10, 2005 The following is a derivation of Heisenberg's uncertainty principle based on the discrete nature of standing matter-waves. It will be shown t

Posted at 08-06-30 by Quantum-Physics

Quantum Theory: Werner Heisenberg Explaining Heisenberg's Uncertainty Principle: From particle / wave duality to Wave Structure of Matter where discrete standing wave interactions cause particle effects and Uncertainty of particle location / momenta.

Posted at 08-06-30 by Quantum-Physics

Quantum Theory: Max Born The Wave Structure of Matter shows that Max Born's Probability Waves Interpretation of Quantum Theory is due to the incorrect 'particle' conception of Matter. No concealed parameters can be introduced with the help of which

Posted at 08-06-30 by Quantum-Physics

Quantum Mechanics: Erwin Schrodinger The Wave structure of Matter confirms Schrodinger's view that the Schrodinger Wave Equations refer to real Waves (rather than Born's Probability Wave Interpretation Introduction The following quotes from Erwin Sch

Posted at 08-06-30 by Quantum-Physics

Quantum Theory: Louis De Broglie (1892 - 1987): Explaining de Broglie Wavelength / Matter Waves of Quantum Theory Determination of the stable motion of electrons in the atom introduces integers, and up to this point the only phenomena involving integ

Posted at 08-06-30 by Quantum-Physics

Quantum Physics: Niels Bohr Quotes from Famous Physicist Niels Bohr on the Copenhagen Interpretation of Quantum Physics, Particle Wave Duality, Bohr Atomic Model explained by the Wave Structure of Matter Niels Bohr (1885 - 1962) Einstein, don't tell

Posted at 08-06-30 by Quantum-Physics

Quantum Theory: Albert Einstein The Wave Structure of Matter and Standing Wave Interactions (which only occur at discrete Frequencies) explains the Quantum Energy States of Matter and Light 'Quanta' (Photoelectric Effect) as formalised by Albert Eins

Posted at 08-06-30 by Quantum-Physics

Max Planck (1858 - 1947) Consequently, there remains only the one conclusion, that previous electron theories suffer from an essential incompleteness which demands a modification, but how deeply this modification should go into the structure of the t

Posted at 08-06-30 by Quantum-Physics
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