MAT 201 Partial Differential Equations & Complex Analysis S3(2019 Scheme) KTU BTech
Learn with BTech Mathematics
6 modules
Access for 180 days
Dive into the world of partial differential equations and complex analysis within KTU's BTech curriculum.
Overview
MAT 201 Partial Differential Equations & Complex Analysis is a course that explores the study of partial differential equations and complex analysis within the context of the 2019 Scheme of the Kerala Technological University's Bachelor of Technology program. Students will delve into the mathematical theories and applications of partial differential equations and complex analysis, acquiring a deep understanding of these important mathematical concepts.
Key Highlights
Explore partial differential equations
Study complex analysis
2019 Scheme of Kerala Technological University BTech program
What you will learn
Enhanced Understanding of PDEs
Acquire a comprehensive knowledge of partial differential equations and their applications.
Advanced Concepts in Complex Analysis
Delve into the intricacies of complex analysis and its relevance in mathematical studies.
KTU's Updated Curriculum
Aligned with the 2019 Scheme, ensuring relevance to modern industry requirements.
Modules
Module 01
17 attachments • 6 hrs
Partial Differential Equations (Part 1) | S2 Maths | Differential Equations
Formation of PDE | PDE Module 1 (Part 2) | S3(2019) Mathematics | KTU | BTech
Solution of PDE by direct integration | PDE Module 1(Part 3)| S3(2019) | KTU BTech
Solution of PDE by Direct Integration(Problems) / S3(2019) PDE & CA / Module 1 (Part 4)
Linear Equations of Ist order - Lagrange's Linear Equations - S3(2019)- PDE & CA Module 1 (Part 5)
Lagrange's Linear Equations - Problem - S3(2019) - PDE & CA - Module 1 (Part 6)
Lagrange's Linear Equations - Problems - S3(2019) PDE & CA - Module 1 (Part 7)-KTU
Method of Multipliers | Lagrange's Linear Equations | S3(2019) PDE & CA - Module 1 (Part 8)
Method of Multipliers (Problems) - S3(2019) PDE & CA - Module 1 (Part 9)-KTU
Lagrange's Method (Problems) - S3(2019) PDE & CA - Module 1 (Part 10)-KTU
Lagrange's Method (Problems) - S3(2019) PDE & CA - Module 1 (Part 11)-KTU
Method of Separation of Variables - S3(2019) PDE & CA - Module 1 (Part 12)-KTU
Charpit's Method | Solution of Non Linear PDE | S3(2019) | PDE & CA | Module 1 (Part 13) | KTU BTech
Charpit's Method | Problems | S3(2019) | PDE & CA | Module 1 (Part 14) | KTU BTech
Method of Separation of Variables Problem - S3(2019) PDE & CA - Module 1 (Part 15)-KTU
MAT 201 PDE & CA - Module 1 PDE -Formation of PDE - Part 16 - S3(2019) - #ktu #btech
MAT 201 PDE & CA - Module 1 (Part 17) PDE -Lagrange's Method - PYQ's - S3(2019) - #ktu #btech
Module 02
5 attachments • 1 hrs
Part 1 Solution of One Dimensional Wave Equations | 1 D Wave Equation
Part 2 One Dimensional Wave Equation Solution of a Problem | S2 Mathematics
Part 3 One Dimensional Heat Equation| Solution Derivation | S2 Differential Equations
Part 4 One Dimensional Heat Equation Problem | S2 Differential Equations
Part 5 One Dimensional Heat Equation | Steady State Condition Problems
Module 03
14 attachments • 4 hrs
Part 1- Complex Functions | KTU S3 Mathematics
Part 2- Analytic Functions | KTU S3 Mathematics | Module 1
Part 3- Laplace Equation, Harmonic Functions & Harmonic Conjugates| KTU S3 Mathematics
Part 4- Conformal Mapping KTU S3 PDE & CA
Part 5- Bilinear Transformation | KTU S3 PDE & CA
Part 6- Conformal Mapping w=sin(z) & w=cos(z)
Part 7- Conformal Mapping | S3 KTU PDE & CA
Part 8- Conformal Mapping | KTU
Part 9- Continuity of Complex Functions | Complex Differentiation | S3(2019) MAT 201
Part 10 -Harmonic Functions - Problems | Module 3 Complex Differentiation | S3(2019) MAT 201
Part 11- Analytic Functions - Problems | Module 3 Complex Differentiation | S3(2019) MAT 201
Part 12 -Analytic & Differentiable Functions | Module 3 Complex Differentiation | S3(2019) MAT 201
Part 13- Harmonic Function & Harmonic Conjugate | Module 3 Complex Differentiation | S3(2019) MAT 201
Part 14- Conformal Mapping - Problems | Module 3 Complex Differentiation | S3(2019) MAT 201
Module 04
8 attachments • 2 hrs
Part 1- Complex Line Integrals | KTU S3
Part 2- Cauchy's Integral Formula| MAT 201 PDE & CA- Module 4-Complex Variables - Integration
Part 3- Taylor & Maclaurin Series | MAT 201 PDE & CA| S3
Part 3 Correction of Problem Laurent's Series(Problem ) | S3 BTech | KTU
Part 4- Complex Line Integrals (PYQ)| Module 4 MAT 201 PDE & CA - S3(2019) Scheme -KTU BTech
Part 5 Cauchy's Integral Formula (PYQ)| Module 4 MAT 201 PDE & CA- S3(2019) Scheme -KTU BTech
Part 6 Cauchy's Integral Formula (7 Marks) Module 4 MAT 201 PDE & CA- S3(2019) Scheme -KTU BTech
Part 7 Taylor & Maclaurin Series (3,7 Marks) Module 4 MAT 201 PDE & CA- S3(2019) Scheme -KTU BTech
Module 05
4 attachments • 1 hrs
Part 1- Laurent's Series | KTU S3
Part 2- Zeros, Singularities and Poles | KTU
Part 3- Residue of a function | KTU
Part 4- Cauchy's Residue Theorem KTU
Basic Mathematics
3 attachments • 1 hrs
Basic Differentiation | Basic Mathematics for LET Students (Part 1)| BTech | KTU |
Partial Derivatives | Basic Mathematics for LET students(Part 2) | KTU | BTech
Basic Integration | Basic Mathematics for LET Students (Part 3) | BTech | KTU |
FAQs
How can I enrol in a course?
Enrolling in a course is simple! Just browse through our website, select the course you're interested in, and click on the "Enrol Now" button. Follow the prompts to complete the enrolment process, and you'll gain immediate access to the course materials.
Can I access the course materials on any device?
Yes, our platform is designed to be accessible on various devices, including computers, laptops, tablets, and smartphones. You can access the course materials anytime, anywhere, as long as you have an internet connection.
How can I access the course materials?
Once you enrol in a course, you will gain access to a dedicated online learning platform. All course materials, including video lessons, lecture notes, and supplementary resources, can be accessed conveniently through the platform at any time.
Can I interact with the instructor during the course?
Absolutely! we are committed to providing an engaging and interactive learning experience. You will have opportunities to interact with them through our community. Take full advantage to enhance your understanding and gain insights directly from the expert.
About the creator

Learn with BTech Mathematics
Elevate your learning experience with BTech Mathematics , a passionate expert in Academics. Immerse yourself in a diverse collection of courses, vibrant communities, insightful webinars, and premium digital products. Start your educational journey today!
Rate this Course
Order ID:
This course is in your library
What are you waiting for? It’s time to start learning!

Wait up!
We see you’re already enrolled in this course till Access for 180 days. Do you still wish to enroll again?
