Search
Add filters:
Use filters to refine the search results.
Item hits:
Preview | Issue Date | Title | Author(s) | Program | Calculation type | Method(s) | Basis Set | Energy | Solv. | Vibr. | Orb. |
---|---|---|---|---|---|---|---|---|---|---|---|
22-Aug-2022 | /Gaussian 5 | von Wolff, Niklas | Gaussian; 16; ES64L-G16RevB.01 | Geometry optimization Minimum | UM06L | DEF2SVP DEF2SVP/W06 | -1404.47336424; Eh | ||||
22-Aug-2022 | /Gaussian TS3Aox | von Wolff, Niklas | Gaussian; 16; AM64L-G16RevC.01 | Geometry optimization TS | UM06L | DEF2SVP DEF2SVP/W06 | -1559.35860485; Eh | ||||
22-Aug-2022 | /Gaussian TS3Box | von Wolff, Niklas | Gaussian; 16; AM64L-G16RevC.01 | Geometry optimization TS | UM06L | DEF2SVP DEF2SVP/W06 | -1404.41976060; Eh | ||||
22-Aug-2022 | /Gaussian TS0ox | von Wolff, Niklas | Gaussian; 16; AM64L-G16RevC.01 | Geometry optimization TS | UM06L | DEF2SVP DEF2SVP/W06 | -1558.16868940; Eh | ||||
22-Aug-2022 | /Gaussian TS2ox | von Wolff, Niklas | Gaussian; 16; ES64L-G16RevB.01 | Geometry optimization TS | UM06L | DEF2SVP DEF2SVP/W06 | -1558.15186979; Eh | ||||
22-Aug-2022 | /Gaussian RuBPY+ | von Wolff, Niklas | Gaussian; 16; ES64L-G16RevB.01 | Geometry optimization Minimum | UM06L | DEF2SVP DEF2SVP/W06 | -3459.86822428; Eh | ||||
22-Aug-2022 | /Gaussian TS1ox | von Wolff, Niklas | Gaussian; 16; ES64L-G16RevB.01 | Geometry optimization TS | UM06L | DEF2SVP DEF2SVP/W06 | -1558.17259406; Eh | ||||
22-Aug-2022 | /Gaussian 1+ | von Wolff, Niklas | Gaussian; 16; ES64L-G16RevB.01 | Geometry optimization Minimum | UM06L | DEF2SVP DEF2SVP/W06 | -1864.01247662; Eh | ||||
24-Jun-2022 | RuIII | Tanwar, Mayank | Gaussian; 16; ES64L-G16RevA.03 | Geometry optimization Minimum | UM06L | GENECP/AUTO | -2192.76986036; Eh | ||||
14-Sep-2023 | /Scaling_factors OH_(opt-freq)_-_M06-L_6-311++G(2d,2p)_No_solvation | Nicolaou, Michael | Gaussian; 16; ES64L-G16RevC.01 | Geometry optimization Minimum | UM06L | 6-311++G(2D,2P) | -75.7496079686; Eh |
Results 651-660 of 664 (Search time: 0.002 seconds).
Discover
Subject
Calculation type