Version 4.5, P W Power July 30, 2019
03-Aug-2019 01:18:33 (NZ)
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Note that a "null" appearing anywhere in the source or results tables indicates either that the value is not known or is not applicable in the context
New Feature: In all the above tables except the Periodic, each atom, in either the input or the output, as well as its 'A' and 'Z' numbers now also has a 'nBorF' ('nuclear Boson or Fermion') and a 'aBorF' ('atomic Boson or Fermion') parameter associated with it.
An atom's nucleus is considered a Boson if its A number is even; if odd a Fermion (thus nBorF = 'b' or 'f'). The atom itself is considered a Boson if its number of neutrons (A - Z) is even; if odd a Fermion (thus aBorF = 'b' or 'f').
The above extra parameters can be used either passively by observing the distributions of 'b' and 'f' in inputs and/or outputs, and/or actively by including some or all of them in the SQL commands themselves.
Nid | Rid | A | Z | E | BEN | NLHL | RLHL |
14 | 9 | 14 | 6 | C | 7.8557 | 3.7581 | 3.7582 |
42 | 162 | 40 | 19 | K | 8.9095 | 9.0969 | 9.1072 |
42 | 163 | 40 | 19 | K | 8.9095 | 9.0969 | 9.1072 |
42 | 160 | 40 | 19 | K | 8.9095 | 9.0969 | 9.1072 |
42 | 161 | 40 | 19 | K | 8.9095 | 9.0969 | 9.1072 |
104 | 5168 | 87 | 37 | Rb | 9.0438 | 10.6965 | 10.6767 |
109 | 5624 | 90 | 38 | Sr* | 9.0305 | 1.4592 | 1.4585 |
145 | 9241 | 113 | 48 | Cd | 8.8577 | 15.8865 | 1.1492 |
145 | 9242 | 113 | 48 | Cd | 8.8577 | 15.8865 | 1.1492 |
145 | 9243 | 113 | 48 | Cd | 8.8577 | 15.8865 | 1.1492 |
145 | 9244 | 113 | 48 | Cd | 8.8577 | 15.8865 | 1.1492 |
145 | 9238 | 113 | 48 | Cd | 8.8577 | 15.8865 | 15.8865 |
145 | 9245 | 113 | 48 | Cd | 8.8577 | 15.8865 | 1.1492 |
145 | 9239 | 113 | 48 | Cd | 8.8577 | 15.8865 | 1.1492 |
145 | 9246 | 113 | 48 | Cd | 8.8577 | 15.8865 | 1.1492 |
145 | 9240 | 113 | 48 | Cd | 8.8577 | 15.8865 | 1.1492 |
149 | 9560 | 115 | 49 | In | 8.8484 | 14.6434 | 14.6444 |
181 | 15709 | 137 | 55 | Cs* | 8.7049 | 1.5092 | 1.4777 |
181 | 15710 | 137 | 55 | Cs* | 8.7049 | 1.5092 | 1.4777 |
189 | 16134 | 138 | 57 | La | 8.7004 | 11.0090 | 11.0212 |
189 | 16135 | 138 | 57 | La | 8.7004 | 11.0090 | 11.0212 |
189 | 16136 | 138 | 57 | La | 8.7004 | 11.0090 | 11.0212 |
189 | 16137 | 138 | 57 | La | 8.7004 | 11.0090 | 11.0212 |
189 | 16131 | 138 | 57 | La | 8.7004 | 11.0090 | 11.0212 |
189 | 16138 | 138 | 57 | La | 8.7004 | 11.0090 | 11.0212 |
189 | 16132 | 138 | 57 | La | 8.7004 | 11.0090 | 11.0212 |
189 | 16139 | 138 | 57 | La | 8.7004 | 11.0090 | 11.0212 |
189 | 16133 | 138 | 57 | La | 8.7004 | 11.0090 | 11.0212 |
189 | 16140 | 138 | 57 | La | 8.7004 | 11.0090 | 11.0212 |
204 | 18707 | 147 | 62 | Sm | 8.6124 | 11.0257 | 11.0253 |
212 | 21919 | 152 | 64 | Gd | 8.5645 | 14.0414 | 14.0334 |
242 | 28625 | 176 | 71 | Lu | 8.3744 | 10.5756 | 10.6021 |
242 | 28606 | 176 | 71 | Lu | 8.3744 | 10.5756 | 10.6021 |
242 | 28619 | 176 | 71 | Lu | 8.3744 | 10.5756 | 10.6021 |
242 | 28613 | 176 | 71 | Lu | 8.3744 | 10.5756 | 10.6021 |
242 | 28626 | 176 | 71 | Lu | 8.3744 | 10.5756 | 10.6021 |
242 | 28607 | 176 | 71 | Lu | 8.3744 | 10.5756 | 10.6021 |
242 | 28620 | 176 | 71 | Lu | 8.3744 | 10.5756 | 10.6021 |
242 | 28614 | 176 | 71 | Lu | 8.3744 | 10.5756 | 10.6021 |
242 | 28608 | 176 | 71 | Lu | 8.3744 | 10.5756 | 10.6021 |
242 | 28621 | 176 | 71 | Lu | 8.3744 | 10.5756 | 10.6021 |
242 | 28602 | 176 | 71 | Lu | 8.3744 | 10.5756 | 10.6021 |
242 | 28615 | 176 | 71 | Lu | 8.3744 | 10.5756 | 10.6021 |
242 | 28609 | 176 | 71 | Lu | 8.3744 | 10.5756 | 10.6021 |
242 | 28622 | 176 | 71 | Lu | 8.3744 | 10.5756 | 10.6021 |
242 | 28603 | 176 | 71 | Lu | 8.3744 | 10.5756 | 10.6021 |
242 | 28616 | 176 | 71 | Lu | 8.3744 | 10.5756 | 10.6021 |
242 | 28610 | 176 | 71 | Lu | 8.3744 | 10.5756 | 10.6021 |
242 | 28623 | 176 | 71 | Lu | 8.3744 | 10.5756 | 10.6021 |
242 | 28604 | 176 | 71 | Lu | 8.3744 | 10.5756 | 10.6021 |
242 | 28617 | 176 | 71 | Lu | 8.3744 | 10.5756 | 10.6021 |
242 | 28611 | 176 | 71 | Lu | 8.3744 | 10.5756 | 10.6021 |
242 | 28624 | 176 | 71 | Lu | 8.3744 | 10.5756 | 10.6021 |
242 | 28605 | 176 | 71 | Lu | 8.3744 | 10.5756 | 10.6021 |
242 | 28618 | 176 | 71 | Lu | 8.3744 | 10.5756 | 10.6021 |
242 | 28612 | 176 | 71 | Lu | 8.3744 | 10.5756 | 10.6021 |
257 | 32932 | 187 | 75 | Re | 8.2908 | 10.6151 | 10.6385 |