Numerical Evaluation of the Anti Commutator {x, p} psi

Feed: Dr. Myron Evans
Posted on: Tuesday, March 01, 2011 5:03 AM
Author: metric345
Subject: Numerical Evaluation of the Anti Commutator {x, p} psi

I am almost sure by now that this object is always zero for all allowed wavefunctions of quantum mechanics. Dr Horst Eckardt has already shown that it is zero for all the wavefunctions of the particle in a box and harmonic oscillator. Atkins also gives results for the two dimensional box and here again computer algebra can be used to evaluate {x, p} psi. I am now proceeding to the particle on a ring and angular momentum theory. Here, Copenhagen claims that only one component of angular momentum is specified (J sub Z), along with its square J squared, so

[J squared, J sub Z] psi = 0
[J sub X, J sub Y] = i h bar J sub Z
et cyclicum

so J squared and J sub Z are knowable and J sub Y and J sub Z are absolutely unknowable. In ECE theory these angular momentum results are simply relations between rotation generators, and there is nothing that is unknowable. All is Baconian and causal. Rotation generators are the same as angular momentum generators within h bar and no one would claim that two rotation generators are unknowable. Anti commutators of rotation generators are zero. There are books full of unscientific rubbish generated by trying to base a philosophy on some results but not others. The hallmark of the twentieth century is the fall back into mediaeval darkness, in more ways than one. Technology has no beneficial effect on the weaknesses of the human mind. Technology is beneficial only in a materialistic sense, so it is a mistake to try to use physicists to generate technology.

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