Background
In chemical-related community, people may care about the strength of chemical bond, which is a classical model to interpret the stability of substances and reaction thermodynamics and kinetics. Although bond order analysis like Mayer bond order analysis and several population analysis methods are well-developed, a decomposition of chemical bonds into "covalent component" and "ionic component" might still be helpful for analysis chemical bond strength with more details. Natural Resonance Theory (NRT) is a method projecting optimized wavefunction onto several Valence-Bond (VB)-like many-electron wavefunctions, normalize the projection, like decompose the optimized wavefunction into several interested resonance structure. An example would be, even if two chemical bonds have identical bond orders, they may still be different in bond composition, I mean how many percentage of covalent part and how many ionic part, this will be a reference to discuss about thermal stability of substances. But, all these are, unfortunately mainly in classical quantum chemistry field well-developed where isolated systems are main to investigate.
Instead in periodic system, two aspects are worthwhile to talk about, the first one is support of periodic system wavefunction analysis by Multiwfn, the other is the condition of still "to-be-developed" wavefunction analysis methods. LCAO methods of constructing wavefunction provide good chances and easy mode for/of transferring those analysis methods to periodic system calculation.
Application example:
Reference:
- Glendening E D, Weinhold F. Natural resonance theory: I. General formalism[J]. Journal of computational chemistry, 1998, 19(6): 593-609.
- Glendening E D, Weinhold F. Natural resonance theory: II. Natural bond order and valency[J]. Journal of Computational Chemistry, 1998, 19(6): 610-627.
- Glendening E D, Badenhoop J K, Weinhold F. Natural resonance theory: III. Chemical applications[J]. Journal of computational chemistry, 1998, 19(6): 628-646.
- https://www.scm.com/doc/ADF/Input/Advanced_analysis.html#adfnbo-gennbo-nbo-analysis
- https://nbo6.chem.wisc.edu/tut_nrt.htm
- https://en.wikipedia.org/wiki/Natural_resonance_theory
Describe the solution you'd like
Eventually more and more analysis methods should be supported because one single wavefunction solving software is far from enough, people care more about properties one software can calculate.
Task list only for developers
Notice Possible Changes of Behavior (Reminder only for developers)
No response
Notice any changes of core modules (Reminder only for developers)
No response
Notice Possible Changes of Core Modules (Reminder only for developers)
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Additional Context
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Task list for Issue attackers (only for developers)
Background
In chemical-related community, people may care about the strength of chemical bond, which is a classical model to interpret the stability of substances and reaction thermodynamics and kinetics. Although bond order analysis like Mayer bond order analysis and several population analysis methods are well-developed, a decomposition of chemical bonds into "covalent component" and "ionic component" might still be helpful for analysis chemical bond strength with more details. Natural Resonance Theory (NRT) is a method projecting optimized wavefunction onto several Valence-Bond (VB)-like many-electron wavefunctions, normalize the projection, like decompose the optimized wavefunction into several interested resonance structure. An example would be, even if two chemical bonds have identical bond orders, they may still be different in bond composition, I mean how many percentage of covalent part and how many ionic part, this will be a reference to discuss about thermal stability of substances. But, all these are, unfortunately mainly in classical quantum chemistry field well-developed where isolated systems are main to investigate.
Instead in periodic system, two aspects are worthwhile to talk about, the first one is support of periodic system wavefunction analysis by Multiwfn, the other is the condition of still "to-be-developed" wavefunction analysis methods. LCAO methods of constructing wavefunction provide good chances and easy mode for/of transferring those analysis methods to periodic system calculation.
Application example:
Reference:
Describe the solution you'd like
Eventually more and more analysis methods should be supported because one single wavefunction solving software is far from enough, people care more about properties one software can calculate.
Task list only for developers
Notice Possible Changes of Behavior (Reminder only for developers)
No response
Notice any changes of core modules (Reminder only for developers)
No response
Notice Possible Changes of Core Modules (Reminder only for developers)
No response
Additional Context
No response
Task list for Issue attackers (only for developers)