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Engineering Math - Numerical Solutions Of 2nd Order ODE & Calculus Of Variations 

  • Offered byGreat Learning

Engineering Math - Numerical Solutions Of 2nd Order ODE & Calculus Of Variations
 at 
Great Learning 
Overview

Duration

10 hours

Total fee

Free

Mode of learning

Online

Difficulty level

Beginner

Official Website

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Credential

Certificate

Engineering Math - Numerical Solutions Of 2nd Order ODE & Calculus Of Variations
 at 
Great Learning 
Highlights

  • Earn a certificate of completion
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Engineering Math - Numerical Solutions Of 2nd Order ODE & Calculus Of Variations
 at 
Great Learning 
Course details

What are the course deliverables?
  • Runge-Kutta method of order IV
  • Milne?s predictor & corrector method
  • Calculus of Variations
  • Variation of function & functional
  • Variational problems
  • Euler?s equation
  • Geodesics
  • Hanging chain problems
  • ...
More about this course
  • This Live course will cover all the concepts of Numerical Solutions of 2nd Order Ordinary Differential Equations & Calculus Of Variations under the Engineering Mathematics syllabus
  • This course is specially designed to help you understand the concepts you need help in
  • This course will help you in solving numericals, understand concepts & prepare for your internal/exams

Engineering Math - Numerical Solutions Of 2nd Order ODE & Calculus Of Variations
 at 
Great Learning 
Curriculum

Syllabus

Array

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Engineering Math - Numerical Solutions Of 2nd Order ODE & Calculus Of Variations
 at 
Great Learning 
Faculty details

Mr. Parth Shah
Designation : Faculty for Engineering Mathematics Description : Parth has been working with a renowned Engineering College in Ahmedabad for the last 6 years. He has expertise in Engineering Mathematics and Mechanical Engineering subjects such as Operations Research, Machine Design, Dynamics of Machinery, Kinematics & Theory of Machine. A YouTuber, he has uploaded more than 200 learning videos on his YouTube channel.

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Engineering Math - Numerical Solutions Of 2nd Order ODE & Calculus Of Variations
 at 
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