1972•Physica ScriptaOpen access

Phenomenological Description of Nuclear Rotational Spectra by the Use of Rational Fractions in Terms of Angular Momentum

Raj K. Gupta, Sven Wahlborn, L Hjertman

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Abstract

The use of rational fractions in terms of a suitably defined angular momentum variable is further examined for describing the rotational spectra below the Yrast region ( I ≲ 30). As a specific example, a four-parameter expression for the moment of inertia is applied and found to fit well the spectra of many good and several soft rotors with spins I ⩽ 22. The systematics of the parameters are also studied. The work is limited to ground-state rotational bands of even-even nuclei.

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The use of rational fractions in terms of a suitably defined angular momentum variable is further examined for describing the rotational spectra below the Yrast region ( I ≲ 30). As a specific example, a four-parameter expression for the moment of inertia is applied and found to fit well the spectra of many good and several soft rotors with spins I ⩽ 22. The systematics of the parameters are also studied. The work is limited to ground-state rotational bands of even-even nuclei.

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Available abstract

The use of rational fractions in terms of a suitably defined angular momentum variable is further examined for describing the rotational spectra below the Yrast region ( I ≲ 30). As a specific example, a four-parameter expression for the moment of inertia is applied and found to fit well the spectra of many good and several soft rotors with spins I ⩽ 22. The systematics of the parameters are also studied. The work is limited to ground-state rotational bands of even-even nuclei.

Key concepts: Yrast, Moment of inertia, Angular momentum, Physics, Spectral line, Spins, Angular momentum coupling, Rotational transition

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