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On the velocity of waves in Quantum Mechanics

L.N.K. de Silva

Jan 1, 20110 citations

II. Comment on “Critique and correction of the currently accepted solution of the infinite spherical well in quantum mechanics” by Huang Young-Sea and Thomann Hans-Rudolph

A. Prados, Carlos A. Plata

II. Comment on “Critique and correction of the currently accepted solution of the infinite spherical well in quantum mechanics” by Huang Young-Sea and Thomann Hans-Rudolph, Prados, Antonio, Plata, Carlos A.

arXiv:1611.06005Europhysics Letters (EPL)Dec 1, 20161 citation

I. Comment on “Critique and correction of the currently accepted solution of the infinite spherical well in quantum mechanics” by Huang Young-Sea and Thomann Hans-Rudolf

Mohammad Khorrami

Europhysics Letters (EPL)Dec 1, 20161 citation

INVARIANTS OF THE EQUATIONS OF WAVE MECHANICS. I.

R. L. Anderson, Sukeyuki Kumei, and Carl E. Wulfman

Revista Mexicana de FísicaJan 1, 197245 citations

Is the Phase of Plane Waves an Invariant?

Young‐Sea Huang

Based on the invariance of the phase of waves, plane waves were shown to propagate with negative frequencies in a medium which moves at ’superluminal’ speed opposite to the propagation direction of the plane waves. The validity of the invariance of the phase of plane waves was then called into question. A radical change of the conventional concept of plane waves is recently proposed to solve the problem of negative frequency of waves.We will explicitly point out flaws in that proposal. Thus, the validity of the invariance of the phase of plane waves remains questionableBased on the invariance of the phase of waves, plane waves were shown to propagate with negative frequencies in a medium which moves at ’superluminal’ speed opposite to the propagation direction of the plane waves. The validity of the invariance of the phase of plane waves was then called into question. A radical change of the conventional concept of plane waves is recently proposed to solve the problem of negative frequency of waves.We will explicitly point out flaws in that proposal. Thus, the validity of the invariance of the phase of plane waves remains questionable

arXiv:0901.3001Zeitschrift für Naturforschung ASep 1, 20102 citations

On the relationship between the amplitude and phase of wave fields

Lev Davidovich Bakhrakh, Oleg S. Litvinov

Доклады Академии наукSep 1, 19821 citation

Is the phase of plane waves a frame-independent quantity? Comment on “The invariance of the phase of waves among inertial frames is questionable” by Huang Young-Sea

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Is the phase of plane waves a frame-independent quantity? Comment on “The invariance of the phase of waves among inertial frames is questionable” by Huang Young-Sea

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