https://doi.org/10.65770/CVEQ6200
ABSTRACT
The three parameters that determine that a super-heavy nucleus undergoes spontaneous fission (SF) or cluster disintegration (CD) are nuclear reaction energy, Q, half-life ( ) of the super-heavy nucleus and the quantity of the super-heavy nucleus. Using Modified Coulomb potential energy in the binding energy formula, values of Q, , and change. Calculating the magnitude of these quantities give the idea as to how the variations in N, Z and A determine the possibility of cluster disintegration and or spontaneous fission. Using Modified Coulomb energy formula in the expression for binding energy of the atomic nucleus, calculations are done for volume energy, surface energy, coulomb energy and nuclear reaction energy, Q. For the nucleus to disintegrate spontaneously, Q must be positive, and this is what is found in this article for the chosen super-heavy nuclei. Calculations show that Q is small for cluster disintegration and it is large for spontaneous fission. How the splitting of the core and neutrons in the neutron skin region are distributed among the fragments on disintegration is discussed, along with Alpha-particle structure of the nucleus.
References
- Rose H. J and Jones. G.A. A New kind of Natural Radioactivity. Nature, 307 (1984) 245-247
- A, Poenaru. D.N and Greiner. W. New Decaying mode of heavy nuclei intermediate between nuclear fission and α-decay. Fiz. Elem. Chastits. At. Yadra II (1980) 1334
- Bonetti R and Guglielmetti. A. Heavy elements and related new phenomena. World Scientific Publication Singapore 1991, Vol. II, pp 643.
- Bonetti R and A. Guglielmetti. Cluster radioactivity; an overview after 20 years. Rom. Rep. Phys. 59 (2007) 301-310
- B.P. Cluster radioactivity and nuclear fission. American Nuclear Society. Inc. (1989) pp. 177-184
- E. An overview of Recent Experimental results in Nuclear Cluster Physics; Proceedings of the 4th international workshop. State of the Art in Nuclear cluster Physics (2018). AIP conf. Proc. 2038, 020003-15.
- Deepika Jain, Nishu Jain and Raj Kumar. Exploring cluster radioactivity and decay half-lifes using different nuclear densities and approaches. Phys. Rev. C 111, 064603 (6 June 2025)
- K.P and Angali V.K. Cluster radioactivity using modified generalized liquid drop model with a statistical cluster preformation probability. Nucl. Phys. A, Vol. 1041 (Jan. 2024) 122787.
- Cherop H.K, Muguro K.M and Khanna K.M. The Role of Modified Coulomb Energy in the Binding Energy Equations for Finite Nuclei. (SITA) 21 (546) (2019) 82-89.
- Sirma K.K and Khanna K.M. Calculation of charge radius of Nuclei using the Modified Coulomb Energy Formula for Nuclei. I.J.R.R.A. June 2020, pp 24-50.
- N. Parlenko, V.L Shablor and L.L Dulger. Deutron and Triton Decays of Resonance in the Reaction Nuclear Physics and Atomic Energy, 13(4): 202-205 (January 2013).
- DellAquilla. Phys. Rev. Lett. 119, 132501 (2017)
- P and Khanna K.M (1969). Alpha-particle Model For Nuclear Matter. Indian Journal of Pure and Applied Physics. Vol. 7, 224-226.
- Khanna K.M. Alpha-particle Model for Nuclear Matter. Czechoslovak. J. Physics B, Vol. 18 (1968) 821-829.
- Khanna K.M. and Jairath D. Alpha-particle Matter. Czech. J. Phys. 26, (1976) 741-752.
- Khanna K.M. Alpha-particle Model for Nuclear Matter. Phys. Soc, Japan. 23 (1967) 1429.
- Khanna K.M. Alpha-Alpha Interaction in and . Ind. J. Pure and App. Physics, Vol. 5. No. I (1967) 511
- Giuliano G, Govert N and Wilke V. Schee. Measuring the thickness of the Neutron skin with Ultra-relavistic Heavy Ion Collisions. US. Dept. of Energy, Nuclear Physics (2024) March. 13.
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