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Linear Second order PDEs are important sets of equations that are used to model many systems in many different fields of science and engineering.

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A wide variety of natural phenomena such as projectile motion, the flow of electric current, and the progression of chemical reactions are well described by equations that relate changing quantities. As the derivative of a function provides the rate at which that function is changing with respect to its independent variable, the equations describing these phenomena often involve one or more derivatives, and we refer to them as differential equations.

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MATHEMATICAL
MODELING

Ajeesh K.N., Asst. Professor, GEC Thrissur

, IN RESEARCH PROCESS
The two ends should meet !!!!!



Problem
Problem
Identificatio
Solution
n




2

, VARIOUS POSSIBILITIES



Problem
Problem
Identificatio
Solution
n




3

, Mathematical Model
Formulation MAJOR STEPS
Use the laws of physics applied to an
object/domain to mathematically describe
what is physically occurring and define the
necessary constitutive relationships

Find solution to the resulting governing
equations satisfying the defined Boundary
conditions and/or compatibility
constraints

Test out how well you have solved the
problem.

4

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Uploaded on
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Written in
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