## Proceedings of the International School of Physics "Enrico Fermi.", Volume 62N. Zanichelli, 1976 - Nuclear physics |

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Page 124

In particular he has shown that states of maximum orbital

be classified according to the (Au) = (80), (42), (04) and (20) of the SUs (quantum

)

...

In particular he has shown that states of maximum orbital

**symmetry**for "Ne canbe classified according to the (Au) = (80), (42), (04) and (20) of the SUs (quantum

)

**symmetry**. The leading representation therefore has (Apu) = (80) with L = 0, 2, 4,...

Page 194

In the case of necked-in saddle-point shapes the neck tends to fill in, and exial

the ratio T./T,, we try to look on deformation and rotational energies in terms of

one ...

In the case of necked-in saddle-point shapes the neck tends to fill in, and exial

**symmetry**is destroyed. In order to describe more quantitatively the effect of J onthe ratio T./T,, we try to look on deformation and rotational energies in terms of

one ...

Page 200

To simplify the study of the general case, the rotational energy is expressed by

two terms, one with regard to the vector K and the other with regard to the

direction perpendicular to K, that is to the axis of

nucleus.

To simplify the study of the general case, the rotational energy is expressed by

two terms, one with regard to the vector K and the other with regard to the

direction perpendicular to K, that is to the axis of

**symmetry**of the deformednucleus.

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### Contents

Gruppo fotografico dei partecipanti al Corso fuori testo | 1 |

Simple ideas on reaction mechanisms | 19 |

B BUCK Nuclearstructure information from severalnucleon | 29 |

Copyright | |

39 other sections not shown

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### Common terms and phrases

alpha amplitude angle angular distribution angular momentum approximation C+*C calculation centre-of-mass co-ordinates collision compound nucleus configurations continuum core corresponding Coulomb barrier coupling cross-section curve decay deformation DWBA effective eigenstates elastic scattering emission excitation energy excitation functions exit channel experimental fission form factor fragments gamma-rays ground-state Hamiltonian Hartree-Fock heavy ions heavy-ion high-spin incident energy isospin isotopes kinetic energy Lett level density mass matrix elements measured molecular moment of inertia neutron Nucl nuclear nuclei nucleons observed obtained operator optical potential orbits oscillator parameter particle peak Phys projectile proton quadrupole quasi-atom quasi-bound region renormalization residual interaction resonances rotational band shell model shown in Fig shows single-particle spectra spectroscopic spectrum spherical spherical-shell model spin structure sudden approximation target tion transfer reactions transition two-proton transfer values wave function width X-rays Y-ray yrast