Stability of Three-Body Coulomb Systems with J = 1 in the Oscillator Representation |
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| Authors: | M Dineykhan GV Efimov |
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| Institution: | (1) Bogoliubov Laboratory of Theoretical Physics, Joint Institute for Nuclear Research, RUS-141980 Dubna, Russia, RU |
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| Abstract: | The oscillator representation is applied to calculate the energy spectrum of three-body Coulomb systems with total angular
momentum J. For three-body Coulomb systems with J = 1 and arbitrary masses the region of stability is determined. For the systems (A
+
A
−
e
−), (pe
−
C
+), (pB
−
e
−), and (D
+
e
−
e
+), the values of the critical masses of the particles A, B, C, and D are obtained as m
A
= 2.22m
e
, m
B
= 1.49m
e
, m
C
= 2.11m
e
and m
D
= 4.15m
e
.
Received November 6, 1995; received December 4, 1995; accepted for publication January 22, 1996 |
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| Keywords: | |
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