20-24 September 2021
Africa/Johannesburg timezone
Thank you to everyone who contributed towards a very successful ANPC 2021! Should you require a Certificate of Attendance, please contact us via email.

Damping of the ISGMR in 90Zr and 120Sn

24 Sep 2021, 12:00
20m
Oral Nuclear Structure, Reactions and Dynamics Session 12

Speaker

Armand Bahini (University of the Witwatersrand, Johannesburg)

Description

Giant Resonances (GRs) are considered to be high frequency shape-vibrations of the nucleus. Since the new millennium it became apparent that the IsoScalar Giant Quadrupole Resonance (ISGQR) exhibits fine structure that is independent of probe, and soon after that it was shown that other GRs also exhibit such fine structure. As such, this fine structure as an additional GR observable has been shown to be a useful tool to determine the damping mechanism of different shape-vibrations using the Wavelet Analysis technique.

The ISGMR was excited in $^{90}$Zr and $^{120}$Sn by using inelastic $\alpha$-particle scattering measurements acquired with an $E_\alpha = 200$ MeV beam at $\theta_{\text{Lab}} = 0^0$ and $4^0$. The high energy-resolution K$600$ magnetic spectrometer at iThemba LABS was used to detect the scattered alpha particles and an experimental energy-resolution of $\sim 70$ keV (FWHM) was achieved. This enabled the fine structure in the excitation energy region of the ISGMR to be investigated. Due to the limitations in angular acceptance and resolution, the $E0$ strength distributions in the present study was determined using the Difference-of-Spectra (DoS) method. Here, the $L = 0$ multipole excited (ISGMR $E0$ strength) has a maximum at $\theta_{\text{Lab}} = 0^0$ allowing the background from all other multipoles to be subtracted using an angle cut from the $\theta_{\text{Lab}} = 4^0$ measurements where the $L = 0$ has a deep minimum.

The aim of the work to be presented is to investigate the damping mechanism of the ISGMR in $^{90}$Zr and $^{120}$Sn. The $E0$ strength distribution in $^{90}$Zr and $^{120}$Sn will be discussed and compared to theoretical predictions from the Phonon-Phonon Coupling (PPC) model.

Primary author

Armand Bahini (University of the Witwatersrand, Johannesburg)

Presentation Materials