Modelling and simulation of polydisperse multiphase flows using population balance equation

Lecture 30 - Supplementary - Relative velocity and rotating planar axes

Lecture 28 - Fixed-axis rotation of rigid bodies

Lecture 25 - Damped harmonic oscillator

Lecture 23 - Oscillation of bounded systems and undamped harmonic oscillators

Lecture 22 - Potential energy and stability

Lecture 21 - Application of vector calculus to forces and potentials

Lecture 17 - Mass flow problems (accelerating systems)

Lecture 16 - Newton's law for mass flow systems (non-accelerating bodies)

Lecture 12 supplementary 2 - Collision

Lecture 10 - Supplementary - Problem solving using the work-energy approach

Lecture 14 - Angular momentum of a system of particles about centre of mass and a general point

Lecture 13 - Force and linear momentum of a system of particles

Lecture 12 supplementary - Conical pendulum problem

Lecture 12 - Linear and angular momentum

Lecture 10 - Introduction to Work and Energy

Lecture 6 - Geometrical view of acceleration in polar coordinates and normal-tangential coordinates

Lecture 3 - Velocity in polar coordinates

Lecture 7 - Introduction to Newton's second law of motion

Lecture 2 - Derivatives of vectors and introduction to polar coordinates

Lecture 9 - Newton's laws of motion in polar coordinates

Lecture 1 - Introduction

Computational modelling of polydisperse multiphase systems using population balance equation

TLC workshop on Online Teaching and Assessments - 28th August 2020

Population balance modelling hands-on session using finite element and finite volume (ANSYS Fluent)