ELECTRICAL TRANSITIONS IN CORRELATION STATES OF DEFORMATIONAL ATOMIC NUCLEI
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Abstract
Probabilities of E2-trasitions are obtained in the frame of U(6) U(4) symmetry in correlation states of deformational nuclei. Calculations are maked in symmetry and second-order perturbation.
References
1. Baimbetova G., Kabulov A.A., Kabulov A.B., Ospanova A. Correlation of rotational and clustering states in deformational actinides // The sixth international conference «Modern problems of nuclear physics»– September 19–22, 2006–Tashkent, Uzbekistan. –P.148.
2. Elliot J.P. Collective motion in the nuclear shell model. The introduction of intrinsic wave functions // Proc. Roy. Soc. – 1958. – V. A245. – P. 562-581.
3. Vergados J.D. Wigner coefficients in the 2S-Id shell // Nucl. Phys. – 1968. – V. A111, № 3. – P. 681-754.
4. Arima A., Iachello F. Interacting boson model of collective states II. The rotational limit. – Ann. Phys. – 1978. – V. 111. – P. 201-238.
2. Elliot J.P. Collective motion in the nuclear shell model. The introduction of intrinsic wave functions // Proc. Roy. Soc. – 1958. – V. A245. – P. 562-581.
3. Vergados J.D. Wigner coefficients in the 2S-Id shell // Nucl. Phys. – 1968. – V. A111, № 3. – P. 681-754.
4. Arima A., Iachello F. Interacting boson model of collective states II. The rotational limit. – Ann. Phys. – 1978. – V. 111. – P. 201-238.
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How to Cite
Kabulov, A. (2008). ELECTRICAL TRANSITIONS IN CORRELATION STATES OF DEFORMATIONAL ATOMIC NUCLEI. Recent Contributions to Physics, 2008(2), 51–53. Retrieved from https://bph.kaznu.kz/index.php/zhuzhu/article/view/1443
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Theoretical Physics. Nuclear and Elementary Particle Physics. Astrophysics
