Computational Chemistry Web Tools

Advanced Pre- and Post-Processing Tools for Computational Chemistry

BDPCS3

NOTE: Please, when using this tool in scientific publications cite the following papers:

- Barone, V., Lazzari, F. (2023). Hunting for complex organic molecules in the interstellar medium: the role of accurate low-cost theoretical geometries and rotational constants. The Journal of Physical Chemistry A, 127(49), 10517-10527.

- Uribe, L., Mendolicchio, M., Municio, S., Mato, S., Alonso, E. R., Alonso, J. L., León, I., Barone, V. (2025). From Norbornadiene to Norcamphor and Camphor: Reduced-Cost Semiexperimental Structural Refinement from Limited Isotopologue Data. The Journal of Physical Chemistry Letters, 16, 6523-6532.

PCSB article

Details and instructions

The Pisa Composite Scheme (PCS) in its bond corrected (PCSB) variant applies a set of linear corrections to covalent bonds starting from an initial geometry provided as input. The tool is used in three sequential steps:

The tool employs the redundant internal coordinates and penalty function approach to determine improved Cartesian coordinates. For more details, see the reference article and the original article.

BDPCS3
$$ r_{BDPCS3} = r(rDSD/3F12-) + \Delta r_{B} $$ $$ \Delta r_{B} = \Delta r^{BCV}_{ij} + \Delta r^{BV}_{ij} $$ $$ \Delta r^{BCV}_{ij} = -0.0011(1+1.1\delta_{CH}) \sqrt{N_iN_j - 1} \left ( r_i^{cov} + r_j^{cov} \right ),\, N_i = \min(n_i,3) $$ $$ \Delta r^{BV}_{ij} = \Delta r^{BCV}_{ij} \left[\sqrt{|BO_{ij} - 2|} - 1\right] \left[ \delta(i,C)\delta(j,S) + \delta(i,S)\delta(j,C) + \sum_{x,y \in \{C,N\}} \delta(i,x)\delta(j,y) + \frac{1}{\Delta r^{BCV}_{ij}}\left[\delta(i,C)\delta(j,F) + \delta(i,F)\delta(j,C)\right] \right]$$

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Input Structure


    
Refined structure


    
Bond distances


    
Parent rotational constants