ThuliumV1, Istex, Curation, bibRecord, 002321

Rotational bands on two-particle configurations with Kn=Kp=12

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Rotational bands on two-particle configurations with Kn=Kp=12

Auteurs : H. Ryde [États-Unis] ; G. D. Symons [États-Unis] ; Z. Szyma Ski [États-Unis]

Source :

Nuclear Physics [ 0029-5582 ] ; 1966.

RBID : ISTEX:9DCA83567FBD61E4A1DD80B64336342237BC53A9

Descripteurs français

Wicri :
- topic : Physique nucléaire.

English descriptors

Abstract

Abstract: Low-lying energy levels in the odd deformed nucleus 170Tm are studied by means of Coulomb excitation with heavy ions and by the 169Tm(d, p)170Tm reaction. The results are analysed in terms of the rotational model withassumption of two rotational K=1 and K=0 bands coupled by Coriolis interaction. The 150 keV splitting between the two bands is found to be predominantly due to the neutron-proton residual force. The sequence of levels in the ground state K=1 rotational band is proposed. As a part of this experiment, the Coulomb excitation of 170Yb has also been studied. The following members of the ground state rotational band are seen: 84(2+), 278(4+) and 567 keV (6+). The intrinsic quadrupole moment, Q0 (170Yb), obtained from this measurement is 7.40±0.40 b. The Q-value for the 169Tm(d, p)170Tm reaction is measured to be 4420±20 keV.

Url:

https://api.istex.fr/document/9DCA83567FBD61E4A1DD80B64336342237BC53A9/fulltext/pdf

DOI: 10.1016/0029-5582(66)90087-3

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Le document en format XML

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<profileDesc><textClass><keywords scheme="KwdEn" xml:lang="en"><term>Accidental equality</term>
<term>Backscattered particles</term>
<term>Boer</term>
<term>Coincidence spectrum</term>
<term>Computer program</term>
<term>Coriolis</term>
<term>Coriolis interaction</term>
<term>Coulomb</term>
<term>Coulomb excitation</term>
<term>Coulomb excitation experiment</term>
<term>Decoupling parameters</term>
<term>Deformed nucleus</term>
<term>Detector</term>
<term>Double coulomb excitation process</term>
<term>Energy matrix</term>
<term>Energy region</term>
<term>Energy resolution</term>
<term>Excitation</term>
<term>Focal plane</term>
<term>Gamma</term>
<term>Gamma rays</term>
<term>Ground state</term>
<term>Ground state band</term>
<term>Internal conversion</term>
<term>Intrinsic quadrupole moment</term>
<term>Level scheme</term>
<term>Level schemes</term>
<term>Level spacings</term>
<term>Level structure</term>
<term>Matrix elements</term>
<term>Multiple coulomb excitation</term>
<term>Nauk sssr</term>
<term>Neighbouring nuclei</term>
<term>Neutron</term>
<term>Nilsson</term>
<term>Nuclear emulsions</term>
<term>Nuclear physics</term>
<term>Nuclear reactions</term>
<term>Nuclear structure</term>
<term>Oxygen ions</term>
<term>Particular case</term>
<term>Phys</term>
<term>Present experiment</term>
<term>Private communication</term>
<term>Proton</term>
<term>Proton groups</term>
<term>Proton states</term>
<term>Proton wave functions</term>
<term>Radioactive target</term>
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<term>Residual</term>
<term>Residual force</term>
<term>Residual interaction</term>
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<term>Rotational band</term>
<term>Rotational bands</term>
<term>Rotational levels</term>
<term>Rotational model</term>
<term>Ryde</term>
<term>Single detector</term>
<term>Solid angle</term>
<term>Splitting</term>
<term>Tandem accelerator</term>
<term>Target centre</term>
<term>Thulium metal</term>
<term>Total number</term>
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<term>Backscattered particles</term>
<term>Boer</term>
<term>Coincidence spectrum</term>
<term>Computer program</term>
<term>Coriolis</term>
<term>Coriolis interaction</term>
<term>Coulomb</term>
<term>Coulomb excitation</term>
<term>Coulomb excitation experiment</term>
<term>Decoupling parameters</term>
<term>Deformed nucleus</term>
<term>Detector</term>
<term>Double coulomb excitation process</term>
<term>Energy matrix</term>
<term>Energy region</term>
<term>Energy resolution</term>
<term>Excitation</term>
<term>Focal plane</term>
<term>Gamma</term>
<term>Gamma rays</term>
<term>Ground state</term>
<term>Ground state band</term>
<term>Internal conversion</term>
<term>Intrinsic quadrupole moment</term>
<term>Level scheme</term>
<term>Level schemes</term>
<term>Level spacings</term>
<term>Level structure</term>
<term>Matrix elements</term>
<term>Multiple coulomb excitation</term>
<term>Nauk sssr</term>
<term>Neighbouring nuclei</term>
<term>Neutron</term>
<term>Nilsson</term>
<term>Nuclear emulsions</term>
<term>Nuclear physics</term>
<term>Nuclear reactions</term>
<term>Nuclear structure</term>
<term>Oxygen ions</term>
<term>Particular case</term>
<term>Phys</term>
<term>Present experiment</term>
<term>Private communication</term>
<term>Proton</term>
<term>Proton groups</term>
<term>Proton states</term>
<term>Proton wave functions</term>
<term>Radioactive target</term>
<term>Random coincidences</term>
<term>Residual</term>
<term>Residual force</term>
<term>Residual interaction</term>
<term>Rotational</term>
<term>Rotational band</term>
<term>Rotational bands</term>
<term>Rotational levels</term>
<term>Rotational model</term>
<term>Ryde</term>
<term>Single detector</term>
<term>Solid angle</term>
<term>Splitting</term>
<term>Tandem accelerator</term>
<term>Target centre</term>
<term>Thulium metal</term>
<term>Total number</term>
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<front><div type="abstract" xml:lang="en">Abstract: Low-lying energy levels in the odd deformed nucleus 170Tm are studied by means of Coulomb excitation with heavy ions and by the 169Tm(d, p)170Tm reaction. The results are analysed in terms of the rotational model withassumption of two rotational K=1 and K=0 bands coupled by Coriolis interaction. The 150 keV splitting between the two bands is found to be predominantly due to the neutron-proton residual force. The sequence of levels in the ground state K=1 rotational band is proposed. As a part of this experiment, the Coulomb excitation of 170Yb has also been studied. The following members of the ground state rotational band are seen: 84(2+), 278(4+) and 567 keV (6+). The intrinsic quadrupole moment, Q0 (170Yb), obtained from this measurement is 7.40±0.40 b. The Q-value for the 169Tm(d, p)170Tm reaction is measured to be 4420±20 keV.</div>
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Rotational bands on two-particle configurations with Kn=Kp=12

Rotational bands on two-particle configurations with Kn=Kp=12

Source :

Descripteurs français

English descriptors

Abstract

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Links to Exploration step

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