Dirac Delta Function, Slides of Mathematics

an easy concept for Dirac Delta Function

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2017/2018

Uploaded on 02/25/2018

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Dirac Delta Function
Group 3
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Dirac Delta Function

Group 3

What is Dirac Delta

Function

What is Dirac Delta

Function

Definition

Definition

The Dirac Delta can be loosely thought of as a function
on the real line which is zero everywhere except at the
origin, where it is infinite.
The Dirac Delta can be loosely thought of as a function
on the real line which is zero everywhere except at the
origin, where it is infinite.
We can also think the Dirac Delta function as a pulse that
grows narrower and narrower while simultaneously
growing lager and larger. The integral of the Dirac Delta
function is the area under the curve and has been held
constant at 1 throughout the limiting process
We can also think the Dirac Delta function as a pulse that
grows narrower and narrower while simultaneously
growing lager and larger. The integral of the Dirac Delta
function is the area under the curve and has been held
constant at 1 throughout the limiting process

Applications

Applications

Probability theory and Statistics.

Quantum Mechanics.

Structural mechanics.