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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): 1201 to 1220 of 3636
Preview | Issue Date | Title | Author(s) | Program | Calculation type | Method(s) | Basis Set | Energy | Solv. | Vibr. | Orb. |
---|---|---|---|---|---|---|---|---|---|---|---|
![]() | 9-Nov-2018 | /vacuum/complexes nh2ircoph32 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point Structure | RB3LYP | 6-31+g*; sdd | -960.062466532; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nh2k | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point TS | RB3LYP | 6-31+g*; sdd | -84.2593967821; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nh2mno3 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point TS | RB3LYP | 6-31+g*; sdd | -385.907752856; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nh2mosh3 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point Structure | RB3LYP | 6-31+g*; sdd | -1320.64382899; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nh2nbnh24 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point TS | RB3LYP | 6-31+g*; sdd | -336.900521746; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nh2oso3 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point TS | RB3LYP | 6-31+g*; sdd | -371.997041406; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nh2pdhph32 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point TS | RB3LYP | 6-31+g*; sdd | -870.789271402; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nh2pdph3 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point Structure | RB3LYP | 6-31+g*; sdd | -527.084293821; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nh2ptf5singlete | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point Structure | RB3LYP | 6-31+g*; sdd | -674.629641987; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nh2rhh2o5 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point Structure | RB3LYP | 6-31+g*; sdd | -548.104749809; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nh2rush4 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point TS | RB3LYP | 6-31+g*; sdd | -1746.21541464; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nh2tame4piram | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point TS | RB3LYP | 6-31+g*; sdd | -272.659095677; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nh2ticl3 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point Structure | RB3LYP | 6-31+g*; sdd | -1495.12821572; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nh2wco5 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point Structure | RB3LYP | 6-31+g*; sdd | -689.935126168; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nh2znch3 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point Structure | RB3LYP | 6-31+g*; sdd | -323.026309329; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nh2ZrCl5 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point Structure | RB3LYP | 6-31+g*; sdd | -2404.44318005; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nme3alcl3 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point Structure | RB3LYP | 6-31+g* | -1797.78834700; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nme3auph3 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point Structure | RB3LYP | 6-31+g*; sdd | -653.258430941; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nme3conh35 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point Structure | RB3LYP | 6-31+g*; sdd | -602.242222373; Eh | |||
![]() | 9-Nov-2018 | /vacuum/complexes nme3cro3 | Besora, Maria | Gaussian; 09; EM64L-G09RevD.01 | Single point Structure | RB3LYP | 6-31+g*; sdd | -487.235690877; Eh |
Collection's Items (Sorted by Submit Date in Descending order): 1201 to 1220 of 3636
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- 3636 Gaussian
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