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Numerical Solutions of Schrödinger's Equation Applied to Atomic Physics - Class 1

Offered By: ICTP-SAIFR via YouTube

Tags

Atomic Physics Courses Quantum Mechanics Courses Differential Equations Courses Numerical Methods Courses Computational Physics Courses Schrodinger Equation Courses Finite Difference Method Courses Wave Functions Courses Spectral Methods Courses

Course Description

Overview

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Explore numerical solutions of Schrödinger's equation in atomic physics through this comprehensive lecture, the first in a series of four. Delve into advanced concepts presented by Lucas Madeira from IFSC-USP, Brazil, as part of the ICTP-SAIFR School on Light and Cold Atoms. Learn how to apply mathematical techniques to solve complex quantum mechanical problems in atomic systems. Gain insights into the fundamental principles governing atomic structure and behavior, and understand the importance of numerical methods in modern physics research. This in-depth presentation is ideal for graduate students and researchers in physics, offering a solid foundation for further study in quantum mechanics and computational physics.

Syllabus

Lucas Madeira: Numerical solutions of Schrödinger’s equation applied to atomic physics- Class 1 of 4


Taught by

ICTP-SAIFR

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