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Searching for Hidden Descriptors in the Metal−Ligand Bond through Statistical Analysis of Density Functional Theory (DFT) Results Collection home page
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DOI: 10.19061/iochem-bd-1-105
This dataset derived results are published in:
Manuscript title: Searching for hidden descriptors in the metal-ligand bond through statistical analysis of DFT results
Journal: Inorg. Chem.
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Collection's Items (Sorted by Submit Date in Descending order): 401 to 420 of 3636
Preview | Issue Date | Title | Author(s) | Program | Calculation type | Method(s) | Basis Set | Energy | Solv. | Vibr. | Orb. |
---|---|---|---|---|---|---|---|---|---|---|---|
![]() | 9-Nov-2018 | /vacuum/complexes nh3ticl3 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point Structure | RB3LYP | 6-31+g*; sdd | -1495.45724987; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nh3wco5 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point Structure | RB3LYP | 6-31+g*; sdd | -690.494718145; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nh3znch3 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point TS | RB3LYP | 6-31+g*; sdd | -323.404438309; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nh3ZrCl5 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point Structure | RB3LYP | 6-31+g*; sdd | -2405.10899773; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nhcalcl3 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point Structure | RB3LYP | 6-31+g* | -1849.50507412; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nhcauph3 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point TS | RB3LYP | 6-31+g*; sdd | -705.003097932; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nhcconh35 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point Structure | RB3LYP | 6-31+g*; sdd | -654.003767972; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nhccro3 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point Structure | RB3LYP | 6-31+g*; sdd | -538.959826685; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nhccunh33 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point Structure | UB3LYP | 6-31+g*; sdd | -592.791874892; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nhcfecl2sextup | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point TS | UB3LYP | 6-31+g*; sdd | -1270.39424359; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nhcfeco4axial | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point TS | RB3LYP | 6-31+g*; sdd | -803.557813359; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nhcircoph32 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point Structure | RB3LYP | 6-31+g*; sdd | -1130.15701136; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nhck | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point TS | RB3LYP | 6-31+g*; sdd | -254.378992612; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nhcmno3 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point Structure | RB3LYP | 6-31+g*; sdd | -555.930507590; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nhcmosh3 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point Structure | RB3LYP | 6-31+g*; sdd | -1490.67457961; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nhcnbnh24 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point Structure | RB3LYP | 6-31+g*; sdd | -506.968090863; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nhcoso3 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point Structure | RB3LYP | 6-31+g*; sdd | -541.857136332; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nhcpdhph32 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point Structure | RB3LYP | 6-31+g*; sdd | -1040.89683066; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nhcpdph3 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point Structure | RB3LYP | 6-31+g*; sdd | -697.338519217; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nhcptf5singlete | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point TS | RB3LYP | 6-31+g*; sdd | -844.987544934; Eh |
Collection's Items (Sorted by Submit Date in Descending order): 401 to 420 of 3636
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