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School of Applied Mathematical & Physical Sciences
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IPGS - Microsystems and Nanodevices
Electives
Μolecular Simulation of Materials (Spring Sem.)
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Grades Spring Semester 2026
Grades Spring Semester 2026
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Computer Problem Spring Semester 2026
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Ανακοινώσεις
Applied Molecular Theory for Engineers: Introduction to Classical Statistical Mechanics
Applied Molecular Theory for Engineers: Elements of Equilibrium Statistical Mechanics
Applied Molecular Theory for Engineers: Mean Field Approximations in Statistical Mechanics
Applied Molecular Theory for Engineers: The Grand Canonical Ensemble
Applied Molecular Theory for Engineers: Elements of Liquid Theory I
Applied Molecular Theory for Engineers: Elements of Liquid Theory IΙ
Applied Molecular Theory for Engineers: Molecular Simulations I
Applied Molecular Theory for Engineers: Molecular Simulations IΙ
Εισαγωγή στο μάθημα
Αντίγραφα διαφανειών που χρησιμοποιούνται στις διαλέξεις (Μέρος 1α)
Αντίγραφα διαφανειών που χρησιμοποιούνται στις διαλέξεις (Μέρος 1b)
Αντίγραφα διαφανειών που χρησιμοποιούνται στις διαλέξεις (Μέρος 2)
Coarse-graining strategies for Soft Matter Simulations
Σημειώσεις πάνω στην ανάλυση και προσομοίωση σπανίων συμβάντων
Tracking the dynamics of systems evolving through infrequent transitions in a network of discrete states (Part 1)
Tracking the dynamics of systems evolving through infrequent trasnsitions in a network of discrete states (Part 2)
Tracking the dynamics of systems evolving through infrequent transitions in a network of discrete states (part 3)
Tracking the dynamics of systems evolving through infrequent transitions in a network of discrete states (part 4)
Course Introduction
Classical Statistical Mechanics: NVE, NVT, NPT ensembles
Mean Field Approximations - Grand Canonical Ensemble - Distribution Functions
Distribution functions - scattering - elements of liquid theory
Molecular Simulations - Monte Carlo Methods
Molecular Dynamics - Analysis of Simulation Results
Introduction to Brownian Motion - Langevin and Brownian Dynamics
Analysis and Simulation of Infrequent Events
Problem Set 1: Statistical Mechanics
Problem Set 2: Molecular Simulations
Computer Problem Spring Semester 2026