صفحة عضو هيئة التدريس

Identifying physical problems that couldn’t be solved by classical mechanics – basic assumptions in quantum mechanics – wave functions and their properties – The language of commutative operators –quantization – uncertainty for Heisenberg – Schrodinger equation and its solutions for some physical applications – harmonic oscillator - Schrodinger equation in 3 dimensions and in spherical coordinates- Hydrogen atom and energy levels – operators of angular momentum.

Identifying physical problems that couldn’t be solved by classical mechanics – basic assumptions in quantum mechanics – wave functions and their properties – The language of commutative operators –quantization – uncertainty for Heisenberg – Schrodinger equation and its solutions for some physical applications – harmonic oscillator - Schrodinger equation in 3 dimensions and in spherical coordinates- Hydrogen atom and energy levels – operators of angular momentum.

Identifying physical problems that couldn’t be solved by classical mechanics – basic assumptions in quantum mechanics – wave functions and their properties – The language of commutative operators –quantization – uncertainty for Heisenberg – Schrodinger equation and its solutions for some physical applications – harmonic oscillator - Schrodinger equation in 3 dimensions and in spherical coordinates- Hydrogen atom and energy levels – operators of angular momentum.

This course allows students to perform important experiments that illustrate : The basics about radioisotopes and their effects. Safe Nuclear experiments include introduction on radiation, Characteristics of Geiger-Mueller counter, Dose Rate of Beta particles and Gamma radiation, Absorption of Gamma Radiation and Beta particles. Interaction of gamma rays with matter and inverse square law in radiation. 

Identifying physical problems that couldn’t be solved by classical mechanics – basic assumptions in quantum mechanics – wave functions and their properties – The language of commutative operators –quantization – uncertainty for Heisenberg – Schrodinger equation and its solutions for some physical applications – harmonic oscillator - Schrodinger equation in 3 dimensions and in spherical coordinates- Hydrogen atom and energy levels – operators of angular momentum.

Identifying physical problems that couldn’t be solved by classical mechanics – basic assumptions in quantum mechanics – wave functions and their properties – The language of commutative operators –quantization – uncertainty for Heisenberg – Schrodinger equation and its solutions for some physical applications – harmonic oscillator - Schrodinger equation in 3 dimensions and in spherical coordinates- Hydrogen atom and energy levels – operators of angular momentum.

Identifying physical problems that couldn’t be solved by classical mechanics – basic assumptions in quantum mechanics – wave functions and their properties – The language of commutative operators –quantization – uncertainty for Heisenberg – Schrodinger equation and its solutions for some physical applications – harmonic oscillator - Schrodinger equation in 3 dimensions and in spherical coordinates- Hydrogen atom and energy levels – operators of angular momentum.