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SE301: Numerical Methods Topic 9 Partial Differential Equations (PDEs) Lectures 37-39

SE301: Numerical Methods Topic 9 Partial Differential Equations (PDEs) Lectures 37-39

SE301: Numerical Methods Topic 9 Partial Differential Equations (PDEs) Lectures 37-39. KFUPM Read 29.1-29.2 & 30.1-30.4. L ecture 37 Partial Differential Equations. Partial Differential Equations (PDEs). What is a PDE? Examples of Important PDEs. Classification of PDEs.

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1.77k views • 69 slides
Linear Systems Iterative Solutions

Linear Systems Iterative Solutions

Linear Systems Iterative Solutions. CSE 541 Roger Crawfis. Sparse Linear Systems. Computational Science deals with the simulation of natural phenomenon, such as weather, blood flow, impact collision, earthquake response, etc.

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476 views • 36 slides
Linear Systems Iterative Solutions

Linear Systems Iterative Solutions

Linear Systems Iterative Solutions. CSE 541 Roger Crawfis. Sparse Linear Systems. Computational Science deals with the simulation of natural phenomenon, such as weather, blood flow, impact collision, earthquake response, etc.

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480 views • 36 slides
Modeling heat flow -- from a chain of blocks to heat in the earth

Modeling heat flow -- from a chain of blocks to heat in the earth

Modeling heat flow -- from a chain of blocks to heat in the earth. Used to understand: The flow of heat in the Earth. Spread of pollution in ground water. Flow in the Everglades. The one block problem from last time: Heat flow proportional to temperature difference

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323 views • 16 slides
Introduction

Introduction

Introduction. 1. MSc (1994): Punjab University Specialization: Applied Mathematics 2. MS / M.Phil (2006): COMSATS, Islamabad Specialization: Applied Mathematics Title of Thesis: Couette and Poisuille Flows for Non-Newtonian Fluids 3. PhD (2012): COMSATS, Islamabad

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164 views • 16 slides
Finite Element Method

Finite Element Method

Finite Element Method. Introduction General Principle Variational formulation Discretization Algorithm Examples.

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1.28k views • 11 slides
Section 1.1

Section 1.1

Section 1.1. Basic Definitions and Terminology. DIFFERENTIAL EQUATIONS. Definition : A differential equation (DE) is an equation containing the derivatives or differentials of one or more dependent variables, with respect to one or more independent variables.

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114 views • 11 slides
Partial Differential Equation (PDE)

Partial Differential Equation (PDE)

Partial Differential Equation (PDE).

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135 views • 5 slides

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