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New Page 1 | physics.khstu.ru Reviews
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Laboratory of theoretical physics. Head of the group. Prof Dr. V.
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1 knyr
2 knyr@fizika khstu ru
3 phd s
4 zaitsev
5 phd v
6 nasyrov
7 phd n
8 khokhlov
9 khokhlov@fizika khstu ru
10 nucleon
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knyr,knyr@fizika khstu ru,phd s,zaitsev,phd v,nasyrov,phd n,khokhlov,khokhlov@fizika khstu ru,nucleon,nucleon optical potential,n optical potential
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New Page 1 | physics.khstu.ru Reviews

https://physics.khstu.ru

Laboratory of theoretical physics. Head of the group. Prof Dr. V.

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physics.khstu.ru physics.khstu.ru
1

potentials

http://www.physics.khstu.ru/KpluNpotentials.htm

All potentials are presented by points V(r)={[r. I=1N]}. All results (phase shifts can deuteron properties) were calculated with splines of first order of these potentials. Units: [r]=1 Fm; [V]= 1 MeV . The partial Schrödinger equation is. Is energy of the K. N in c.m.s., m is reduced mass of the K.

2

Khoklov Nikolai Aleksandrovich

http://www.physics.khstu.ru/Khoklov%20Nikolai%20Aleksandrovich.htm

Depertment of Physics, 136, Tikhookeanskaya st.,. Formerly Khabarovsk State Technical University),. 680035, Khabarovsk, Russia. 20 November, 1968; Vladivostok, Russia. Department of Physics, Pacific State University. PhD in Physics: Moscow State University, Nuclear Physics Institute. Dissertation: Reaction pp-gamma and choice between the Moscow NN. Potential and the hard core potentials. Master of Science; Theoretical Physics, Far East State University, Russia. The six quark systems. NA Khokhlov, V.A...

3

potentials

http://www.physics.khstu.ru/PiminNpotentials.htm

N potentials inverted from the phase shift analysis. Go to partial potentials. All potentials are presented by points V(r)={[r. I=1N]}. All results (phase shifts can deuteron properties) were calculated with splines of first order of these potentials. Units: [r]=1 Fm; [V]= 1 MeV . The partial Schrödinger equation is. Is energy of the. In cms., m is reduced mass of the.

4

potentials

http://www.physics.khstu.ru/potentials.htm

Two versions of the NN potentials inverted from the phase shift analysis. Moscow NN potential with forbidden states in S and P partial waves. Repulsive core NN potential. All potentials are presented by points V(r)={[r. I=1N]}. All results (phase shifts can deuteron properties) were calculated with splines of first order of these potentials. Units: [r]=1 Fm; [V]=1 Fm. In some cases [V]= 1 MeV is presented as well (the multiplier C=41.45971 MeV Fm. For coupled channels the partial Schrödinger equations are.

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