Molecular Dynamics and the Rouse Model - An Introduction to the ...
Molecular Dynamics and the Rouse Model - An Introduction to the ... Molecular Dynamics and the Rouse Model - An Introduction to the ...
Introduction Methods Results Summary Appendix Verlet Algorithm The Rouse Model The Zimm Model Some Topics Considered Basic assumptions of the the ”Bead-Spring” Model N ”beads” (monomers are points) with spring constant k sp = 3k BT b 2 No hydrodynamic interactions between beads Proposed by P. E. Rouse, J Chem Phys 21, 1272 (1953). Daniel Bridges, Dr. Aniket Bhattacharya Molecular Dynamics and the Rouse Model
Introduction Methods Results Summary Appendix Verlet Algorithm The Rouse Model The Zimm Model Some Topics Considered Basic assumptions of the the ”Bead-Spring” Model N ”beads” (monomers are points) with spring constant k sp = 3k BT b 2 No hydrodynamic interactions between beads Proposed by P. E. Rouse, J Chem Phys 21, 1272 (1953). Drawbacks: Does not accurately express diffusion coefficient or relaxation time. Daniel Bridges, Dr. Aniket Bhattacharya Molecular Dynamics and the Rouse Model
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- Page 5 and 6: Polymers sit in solvents! Introduct
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- Page 33 and 34: For Further Reading I Introduction
<strong>Introduction</strong><br />
Methods<br />
Results<br />
Summary<br />
Appendix<br />
Verlet Algorithm<br />
The <strong>Rouse</strong> <strong>Model</strong><br />
The Zimm <strong>Model</strong><br />
Some Topics Considered<br />
Basic assumptions of <strong>the</strong> <strong>the</strong> ”Bead-Spring” <strong>Model</strong><br />
N ”beads” (monomers are points) with<br />
spring constant k sp = 3k BT<br />
b 2<br />
No hydrodynamic interactions between<br />
beads<br />
Proposed by P. E. <strong>Rouse</strong>, J Chem Phys 21,<br />
1272 (1953).<br />
Drawbacks: Does not accurately express diffusion coefficient or<br />
relaxation time.<br />
Daniel Bridges, Dr. <strong>An</strong>iket Bhattacharya<br />
<strong>Molecular</strong> <strong>Dynamics</strong> <strong>and</strong> <strong>the</strong> <strong>Rouse</strong> <strong>Model</strong>
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