Summary
Quantum equations of relative motion for heavy-ion collisions are developed in Ehrenfest’s theorem on the basis of the many-body wave equation. These are designed to describe motions for individual channels yielded by collisions and exhibit types of forces governing relative motions. Quantum-mechanical features due to reactions inhere in these forces.
Riassunto
Si sviluppano equazioni quantistiche del moto relativo per collisioni di ioni pesanti nel teorema di Ehrenfest sulla base dell’equazione d’onda a molti corpi. Queste sono predisposte a descrivere i moti per canali individuali risultanti dalle collisioni e mostrano tipi di forze che governano i moti relativi. Sono inerenti a queste forze caratteristiche quanto-meccaniche dovute alle reazioni.
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References
N. Austern Direct Nuclear Reaction Theories (New York, N. Y., 1970), p. 1.
T. Suzuki:Lett. Nuovo Cimento,23, 387 (1978).
R. W. Hasse:Journ. Math. Phys.,16, 2005 (1975), and references therein.
R. Beck andD. H. E. Gross:Phys. Lett.,47 B, 143 (1973).
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Suzuki, T. Equations of motion in Ehrenfest’s theorem for heavy-ion collisions. Nuov Cim A 48, 247–255 (1978). https://doi.org/10.1007/BF02799679
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DOI: https://doi.org/10.1007/BF02799679