A Novel Computational Method for Diffuse Interface Models of Implicit Solvation of Biomolecules

Information

  • NSF Award
  • 1818748
Owner
  • Award Id
    1818748
  • Award Effective Date
    9/1/2018 - 5 years ago
  • Award Expiration Date
    8/31/2021 - 2 years ago
  • Award Amount
    $ 36,607.00
  • Award Instrument
    Continuing grant

A Novel Computational Method for Diffuse Interface Models of Implicit Solvation of Biomolecules

In the past two decades, implicit solvent models are of tremendous importance to the biomolecular<br/>modeling community with thousands of exemplary applications in the literature due to their low<br/>computational cost and relatively high accuracy. The accuracy of implicit solvent models depends<br/>on the geometric description of the solute-solvent interface and the solvent dielectric profile that<br/>is defined near the molecules. Successful implementations of the proposed model in this project with<br/>realistically generated solute-solvent smooth boundaries will greatly improve the accuracy and<br/>efficiency of these implicit solvent models. This investigation will be directly integrated into existing<br/>implicit solvent software and visualization packages to ensure extensive usages by an established<br/>user community of researchers in chemistry, physics, and biology. Moreover, the proposed work will present <br/>an unconventional computational method for diffuse interface models applied to spatial multiscale modeling <br/>in mathematical biology. Successful development of the proposed work will become a valuable computational<br/>tool for studying the transition between regions described by discrete and continuum models. <br/>The outcome will have potential impacts across a wide range of scientific fields such as multiscale<br/>modeling in cancer research and drug design. <br/><br/><br/>The goal of this project is to develop a novel computational method for diffuse interface models of<br/>implicit solvation of biomolecules. The computational approach will be mathematically rigorous and<br/>computationally efficient to generate physically realistic solute-solvent smooth boundaries by free<br/>energy minimization. To this end, an innovative construction is proposed to transform a variational<br/>problem subject to bounded admissible functions into an equivalent unconstrained problem so<br/>that the traditional Euler-Lagrange Equation can be applied directly. This new computational<br/>formulation will be implemented with advanced computational algorithms to ensure their accuracy,<br/>stability, and efficiency, and it will be validated by several common biomolecular modeling tasks.<br/><br/>This award reflects NSF's statutory mission and has been deemed worthy of support through evaluation using the Foundation's intellectual merit and broader impacts review criteria.

  • Program Officer
    Miao-Jung Ou
  • Min Amd Letter Date
    6/14/2018 - 6 years ago
  • Max Amd Letter Date
    6/14/2018 - 6 years ago
  • ARRA Amount

Institutions

  • Name
    Georgia Southern University Research and Service Foundation, Inc
  • City
    Statesboro
  • State
    GA
  • Country
    United States
  • Address
    261 Forest Drive
  • Postal Code
    304588005
  • Phone Number
    9124785465

Investigators

  • First Name
    Zhan
  • Last Name
    Chen
  • Email Address
    zchen@georgiasouthern.edu
  • Start Date
    6/14/2018 12:00:00 AM

Program Element

  • Text
    COMPUTATIONAL MATHEMATICS
  • Code
    1271

Program Reference

  • Text
    COMPUTATIONAL SCIENCE & ENGING
  • Code
    9263