Chary Rangacharyulu

TL;DR: In this article, a sum-rule approach was used to describe the low-lying orbital magnetic dipole strength in even-even nuclei using a sum rule approach, where the moments of inertia and the g factors were substituted by the parameters of the ground state rotational bands.

TL;DR: In this article, the results of nuclear-resonance fluorescence measurements at the S-DALINAC for a chain of evenvl isotopes 148-154Sm, covering the excitation-energy region of 2-4 MeV, were compared with recent microscopic calculations.

TL;DR: In this paper, a new bump structure was found at $W\ensuremath{\simeq}2.11\text{ }\text { }\mathrm{GeV}$ in the cross sections, which suggests that the bump might be produced by a nucleon resonance possibly with $J\enuremath{5}{2}$ or by a new reaction process, for example, an interference effect with the photoproduction having a similar bump structure.

TL;DR: In heavy deformed even-even nuclei the orbital {ital M}1 strength below 4 MeV excitation, the so-called scissors mode, shows a striking correlation with the {ital E}2 strength to the first excited 2{sup +} states, and a saturation effect is observed before midshell.

TL;DR: In this paper, it was shown that the excitation energy as well as the $M1$ transition strength of the low-lying scissors mode in heavy even-even nuclei are well reproduced by using the moments of inertia and g factors of the ground state band.