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Results from an Early Polarization Model Based on Maxwell's Invariant Multipole Form
1Department of Structural and Chemical Biology, Mount Sinai School of Medicine, NYU, New York, New York 10029.
This review covers the cooperative water model, detailing its Maxwellian multipole interaction and implementation for disordered and ordered phases. It summarizes applications in water clusters, liquids, and crystals, discussing implications for polarization models.
Area of Science:
- Computational Chemistry
- Materials Science
- Physical Chemistry
Background:
- The cooperative water model by Campbell and Mezei utilizes the Maxwellian form of multipole interaction.
- Understanding water's behavior in different phases (disordered and ordered) is crucial for molecular modeling.
- Accurate polarization models are essential for simulating condensed matter systems.
Purpose of the Study:
- To review the cooperative water model based on Maxwellian multipole interactions.
- To present algorithms and software for implementing the model in various phases.
- To discuss the model's applications and implications for general polarization models.
Main Methods:
- Description of the Maxwellian form of multipole interaction.
- Presentation of algorithms and software for implementing the cooperative water model.
- Application of the model to calculations on water clusters, liquid water, and crystal models.
Main Results:
- The paper details the implementation of the cooperative water model for both disordered and ordered phases.
- Summaries of calculations performed on water clusters, liquid, and crystal models are provided.
- The study highlights the model's utility in simulating various states of water.
Conclusions:
- The cooperative water model offers a robust framework for simulating water's properties.
- The presented algorithms and software facilitate its application in computational studies.
- The findings have broader implications for the development and understanding of polarization models in general.
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