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In This Lesson: Proof of Metropolis, Simple Derivation

NISH 2021

Molecular Dynamics MOOC 10.1.1. Proof of Metropolis, Simple Derivation

## Dr. Nishikant (Nish) Sonwalkar: Academician, Scientist, Musician

![](https://assets.underline.io/uploads/markdown_image/1/image/0f9b63a0b3deba4a355d98e2c87af68a.png)

Dr. Sonwalkar is regarded as a leading expert in the application of computers in education. He has extensive research and development experience in hypermedia authoring, mobile learning, adaptive learning, and brain-based synaptic learning, advanced scientific visualization, database management systems, and computer simulation.

After receiving doctoral degree from MIT in the area of Molecular Dynamics of Nano-interfaces, he joined MIT as faculty in Mechanical Engineering, but his passion for technology enabled education led him become the founding director of Hypermedia Teaching Facility (Hypermedia Lab) at MIT and later he was appointed as the Principal Educational Architect of MIT.

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lecture

In This Lesson: Expanding Ideas of Potential Functions

Molecular Dynamics MOOC 10.1.2. Expanding Ideas of Potential Functions

Molecular Dynamics MOOC 10.1.3. Pair Potential

In This Lesson: Non-bonded Potential Functions

Molecular Dynamics MOOC 10.1.4. Non-bonded Potential Functions

In This Lesson: Failure of Pair Potential

Molecular Dynamics MOOC 10.1.5. Failure of Pair Potential

In This Lesson: Many-body Potentials for Metals

Molecular Dynamics MOOC 10.2.1. Many-body Potentials for Metals

In This Lesson: Potential Functions for Larger Molecules

Molecular Dynamics MOOC 10.2.2. Potential Functions for Larger Molecules

In This Lesson: Simple Point Charge Potential for Ice, WMD Simulation

Molecular Dynamics MOOC 10.2.3. Simple Point Charge Potential for Ice, WMD Simulation

Molecular Dynamics MOOC 10.2.4. Atom-Atom and Directional Bonded Potentials

In This Lesson: Summary and Review of Key Concepts

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Molecular Dynamics MOOC 10.1.1. Proof of Metropolis, Simple Derivation

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Molecular Dynamics MOOC 10.1.2. Expanding Ideas of Potential Functions

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