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- W4307169311 abstract "Using covariant density functional theory with the DDME2 functional and labeling single-particle energy orbitals by Nilsson quantum numbers, a search for particle-hole (p-h) excitations connected to the appearance of shape coexistence is performed for $Z=38$ to 84. Islands of shape coexistence are found near the magic numbers $Z=82$ and $Z=50$, restricted in regions around the relevant neutron midshells $N=104$ and $N=66$, respectively, in accordance with the well-accepted p-h interpretation of shape coexistence in these regions, which we call neutron-induced shape coexistence, since the neutrons act as elevators creating holes in the proton orbitals. Similar but smaller islands of shape coexistence are found near $N=90$ and $N=60$, restricted in regions around the relevant proton midshells $Z=66$ and $Z=39$, respectively, related to p-h excitations across the three-dimensional isotropic harmonic-oscillator magic numbers $N=112$ and $N=70$, which correspond to the beginning of the participation of the opposite parity orbitals $1{i}_{13/2}$ and $1{h}_{11/2}$, respectively, to the onset of deformation. We call this case proton-induced shape coexistence, since the protons act as elevators creating holes in the neutron orbitals, thus offering a possible microscopic mechanism for the appearance of shape coexistence in these regions. In the region around $N=40$, $Z=40$, an island is located on which both neutron p-h excitations and proton p-h excitations are present." @default.
- W4307169311 created "2022-10-29" @default.
- W4307169311 creator A5001108603 @default.
- W4307169311 creator A5003135723 @default.
- W4307169311 creator A5009096224 @default.
- W4307169311 creator A5048981599 @default.
- W4307169311 creator A5080211174 @default.
- W4307169311 date "2022-10-21" @default.
- W4307169311 modified "2023-10-03" @default.
- W4307169311 title "Islands of shape coexistence from single-particle spectra in covariant density functional theory" @default.
- W4307169311 cites W1528800655 @default.
- W4307169311 cites W1879746588 @default.
- W4307169311 cites W1964809169 @default.
- W4307169311 cites W1964942445 @default.
- W4307169311 cites W1976520037 @default.
- W4307169311 cites W1977521613 @default.
- W4307169311 cites W1986111428 @default.
- W4307169311 cites W1988529230 @default.
- W4307169311 cites W1992671281 @default.
- W4307169311 cites W1992776442 @default.
- W4307169311 cites W1994358301 @default.
- W4307169311 cites W1995404761 @default.
- W4307169311 cites W2011230281 @default.
- W4307169311 cites W2011828730 @default.
- W4307169311 cites W2012379837 @default.
- W4307169311 cites W2013291155 @default.
- W4307169311 cites W2016480013 @default.
- W4307169311 cites W2017397479 @default.
- W4307169311 cites W2017445558 @default.
- W4307169311 cites W2021064950 @default.
- W4307169311 cites W2021953538 @default.
- W4307169311 cites W2024631834 @default.
- W4307169311 cites W2024840676 @default.
- W4307169311 cites W2025341997 @default.
- W4307169311 cites W2025607481 @default.
- W4307169311 cites W2028501777 @default.
- W4307169311 cites W2028605187 @default.
- W4307169311 cites W2029971549 @default.
- W4307169311 cites W2036480207 @default.
- W4307169311 cites W2037210829 @default.
- W4307169311 cites W2039380814 @default.
- W4307169311 cites W2044009028 @default.
- W4307169311 cites W2049983086 @default.
- W4307169311 cites W2050922604 @default.
- W4307169311 cites W2052807316 @default.
- W4307169311 cites W2053622365 @default.
- W4307169311 cites W2053994615 @default.
- W4307169311 cites W2054888636 @default.
- W4307169311 cites W2058179844 @default.
- W4307169311 cites W2059321198 @default.
- W4307169311 cites W2060097495 @default.
- W4307169311 cites W2061045762 @default.
- W4307169311 cites W2062691966 @default.
- W4307169311 cites W2065179599 @default.
- W4307169311 cites W2066309220 @default.
- W4307169311 cites W2068322838 @default.
- W4307169311 cites W2070078437 @default.
- W4307169311 cites W2082156276 @default.
- W4307169311 cites W2083382400 @default.
- W4307169311 cites W2094778945 @default.
- W4307169311 cites W2108903077 @default.
- W4307169311 cites W2117866979 @default.
- W4307169311 cites W2119375674 @default.
- W4307169311 cites W2131540372 @default.
- W4307169311 cites W2137969811 @default.
- W4307169311 cites W2145555901 @default.
- W4307169311 cites W2217359236 @default.
- W4307169311 cites W2262289744 @default.
- W4307169311 cites W2294576397 @default.
- W4307169311 cites W2313767854 @default.
- W4307169311 cites W2330428499 @default.
- W4307169311 cites W2334980482 @default.
- W4307169311 cites W2527679166 @default.
- W4307169311 cites W2612667575 @default.
- W4307169311 cites W2622201596 @default.
- W4307169311 cites W2622242491 @default.
- W4307169311 cites W2787862179 @default.
- W4307169311 cites W2945132461 @default.
- W4307169311 cites W2947309897 @default.
- W4307169311 cites W2964252107 @default.
- W4307169311 cites W2998555783 @default.
- W4307169311 cites W3014965402 @default.
- W4307169311 cites W3084322024 @default.
- W4307169311 cites W3088995893 @default.
- W4307169311 cites W3098693335 @default.
- W4307169311 cites W3098714363 @default.
- W4307169311 cites W3099002672 @default.
- W4307169311 cites W3099321766 @default.
- W4307169311 cites W3100879642 @default.
- W4307169311 cites W3134102614 @default.
- W4307169311 cites W3182273045 @default.
- W4307169311 cites W3199393864 @default.
- W4307169311 cites W3205274914 @default.
- W4307169311 cites W3216927064 @default.
- W4307169311 cites W4200014951 @default.
- W4307169311 cites W4200499924 @default.
- W4307169311 cites W4221089316 @default.
- W4307169311 cites W4223537318 @default.
- W4307169311 cites W4299580424 @default.
- W4307169311 cites W966289496 @default.