uLektz Skills

Learning Path

Non-Linear: Random Order

About the Course

Dear Students

This course is offered under Syllabus Completion program. It will help the students to revise and summarize your core topics for better preparation for semester exam. The course scheduled for 15 to 20 hours to covers the core topics by the faculty those who are currently teaching this course

SCHEDULE FOR TRANSFORMS AND PARTIAL DIFFERENTIAL EQUATIONS

Faculty : Dr. T. NAGALAKSHMI

Live teaching from 1^st June 2020 to 12^th June 2020

Registration from on 9^th May 2020 to 2^nd June 2020

Topics Focused

Lagrange’s linear equation

Linear partial differential equations of second and higher order with constant coefficients of homogeneous types

Clairaut’s form

Harmonic analysis.

Complex form of Fourier series

Half Range series-Sine, Cosine

One dimensional wave equation-Type -I

One dimensional wave equation-Type -I contd..

One dimensional wave equation-Type -2

Convolution theorem – Parseval’s identity of Fourier Transform

Fourier Cosine Transform

Fourier Sine Transform

Inverse Z - transform (using partial fraction)

Inverse Z - transform (using Convolution)

Solution of difference equations by z-transform

Features

Online live Teaching

Limited Participants Only

Taught by Experts those who are teaching the syllabus Currently

Selected and core Topics will be handled

Lecture Notes will be provided

Question Banks will be provided

For Further Details

Dr.A.Clementking

Director

INTEGRATED INTELLIGENT RESEARCH (IIR)

No 29 E, Sarojammal Complex 1st Floor,Keelkattalai, Chennai - 600117,

Mobile : +91 -9884568399 ;+91 9791163515. Email : iirindia2020@gmail.com

Web : www.iirgroups.org

Course Study Materials

Session 1

Lagrange’s linear equation on 1.6.20 Mon 5 PM – 6 PM

Session 2

Linear partial differential equations of second and higher order with constant coefficients of homogeneous types on 1.6.20 Mon 6 PM – 7 PM

Session 3

Clairaut’s form on 2.6.20 Tue 7 PM – 8 PM

Session 4

Harmonic analysis. on 3.6.20 Wed 7 PM – 8 PM

Session 5

Complex form of Fourier series on 4.6.20 Thu 7 PM – 8 PM

Session 6

Half Range series-Sine, Cosine on 5.6.20 Fri 7 PM – 8 PM

Session 7

One dimensional wave equation-Type -I on 6.6.20 Sat 7 PM – 8 PM

Session 8

One dimensional wave equation-Type -I contd..on 7.6.20 Sun 3 PM – 4 PM

Session 9

One dimensional wave equation-Type -2 on 7.6.20 Sun 4 PM – 5 PM

Session 10

Convolution theorem – Parseval’s identity of Fourier Transform on 8.6.20 Mon 5 PM – 6 PM

Session 11

Fourier Cosine Transform on 8.6.20 Mon 6 PM – 7 PM

Session 12

Fourier Sine Transform on 9.6.20 Tue 7 PM – 8 PM

Session 13

Inverse Z - transform (using partial fraction) on 10.6.20 Wed 7 PM – 8 PM

Session 14

Inverse Z - transform (using Convolution) on 11.6.20 Thu 7 PM – 8 PM

Session 15

Solution of difference equations by z-transform on 12.6.20 Fri 7 PM – 8 PM

The certificate issued for the Course will have

Student's Name
Photograph
Course Title
Certificate Number
Date of Course Completion
Name(s) and Logo(s) of the Certifying Bodies

Only the e-certificate will be made available. No Hard copies. The certificates issued by Integrated Intelligent Research . can be e-verifiable at www.ulektzskills.com/verify.

Students will be assessed both at the end of each module and at the end of the Course.
Students scoring a minimum of 50% in the assessments are considered for Certifications