Vector Calculus, Fourier Series & Fourier Transform

This book covers the three chapters namely Vector Calculus, Fourier Series and Fourier Transforms. In each chapter, a large number of solved problems and exercise questions are given for the students to work out and gain confidence to attempt any type of problem.

Author(s): Arulmozhi G

Chapter 1 – Vector Calculus
Vector Functions
Scalar and Vector Point Functions
Divergence of a Vector Function
Solenoidal Vector
Curl of a Vector Function
Line Integral
Surface Integral
Volume Integral
Chapter 2 – Fourier Series
Periodic Function
Even Functions and Odd Functions
The Value of a Functions at a Point
Fourier Series
Chapter 3 – Fourier Transforms
Dirichlet’s Condition
Fourier Transforms
Unit Step Function
Unit Impulse Function or Dirac Delta Function
Convolution of Two Functions
Convolution Theorem
Parseval’s Identity
Integral Equations
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ISBN : 9788182091092
Price : 150.00
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  • Published: 15 June 2006
  • Edition: 1
  • ISBN: 9788182091092
  • Availability: In Stock
  • Pages: 208

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