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    Probing isoscalar giant resonances with multipolarity L≤3 in even-A neodymium isotopes

    M. Abdullah1, K. Khokhar1, S. Bagchi1,*, M. N. Harakeh2, H. Akimune3, D. Das1,†, T. Doi4, L. M. Donaldson5, Y. Fujikawa4 et al.

    M. Fujiwara6, T. Furuno7,8, U. Garg9, Y. K. Gupta10,11, K. B. Howard9, Y. Hijikata4, K. Inaba4, S. Ishida12, M. Itoh12, N. Kalantar-Nayestanaki2, D. Kar1, T. Kawabata7, S. Kawashima3, K. Kitamura3, N. Kobayashi6, Y. Matsuda3,12, A. Nakagawa12, S. Nakamura6, K. Nosaka3,12, S. Okamoto4, S. Ota6, S. Pal1, R. Pramanik1,‡, S. Roy1,§, S. Weyhmiller9,∥, Z. Yang6, and J. C. Zamora13

    • *Contact author: sbagchi@iitism.ac.in
    • †Present address: TU Darmstadt and GSI Helmholtzzentrum, Germany.
    • ‡Present address: IIT Guwahati, India.
    • §Present address: IIT Roorkee, India.
    • ∥Present address: Yale University, USA.

    Phys. Rev. C 112, 044316 – Published 21 October, 2025

    DOI: https://doi.org/10.1103/1p1h-5jh2

    Abstract

    Background-free inelastic-scattering spectra were measured for even-A neodymium (Nd) isotopes using a halo-free 386-MeV α beam at forward angles, including 0∘, to examine the influence of deformation on isoscalar giant resonances. The strength distributions of isoscalar giant resonances (with multipolarity L≤3) in Nd142 and Nd146−150 isotopes are determined using multipole decomposition analysis. This analysis is based on angular distributions calculated within the framework of the distorted-wave Born approximation with transition densities generated with a Woods-Saxon type potential. The isoscalar giant monopole resonance exhibits a distinct splitting into low-energy and high-energy components while going from the spherical nucleus Nd142 to the well-deformed nucleus Nd150 due to coupling with the K=0 component of the isoscalar giant quadrupole resonance (ISGQR). The isoscalar giant dipole resonance displays a bimodal structure, with an evidence of coupling between the dipole (E1) and high-energy octupole (E3) resonance due to deformation effects. The ISGQR splits into distinct K components (K=0, 1, and 2) due to deformation. A signature of an overtone mode in ISGQR at an energy around 26 MeV has been obtained.

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