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Download Coursera – Differential Equations for Engineers 2021-10 – Website

Download Coursera – Differential Equations for Engineers 2021-10

Description

Differential Equations for Engineers is a differential equations training course to cover all the topics that all engineers should know theoretically and practically. In the first five weeks we will learn ordinary differential equations and in the final week we will learn partial differential equations.

The course consists of 56 short video lessons with a number of problems. In this course, there is a short test after each main topic.

What you will learn in the Differential Equations for Engineers course:

  • First order differential equations
  • Quadratic differential equations
  • Methods of solving series and Laplace transform
  • Systems of differential equations

Skills you will learn in this course:

  • Ordinary differential equations
  • Partial differential equations
  • Mathematics engineering

Course details:

Publisher: Coursera
teacher: Jeffrey R. Chasnov
English language
Education level: introductory
Duration: About 27 working hours to complete the course

Titles of the Differential Equations for Engineers course:

Week 1
First-Order Differential Equations

Week 2
Homogeneous Linear Differential Equations

Week 3
Inhomogeneous Linear Differential Equations

Week 4
The Laplace Transform and Series Solution Methods

Week 5
Systems of Differential Equations

Week 6
Partial Differential Equations

Pictures

Video introducing the Differential Equations for Engineers course:

Installation guide

After Extract, view with your favorite Player.

English subtitle

Quality: 720

This is the second course of the five-course Mathematics for Engineers Specialization. You can download the rest of the courses by clicking on the link of the teacher’s name.

download link

Download part 1 – 1 GB

Download part 2 – 1 GB

Download part 3 – 1 GB

Download part 4 – 1 GB

Download part 5 – 969 MB

Password file(s): www.downloadly.ir

Size

5 GB

4.6/5 – (4533 points)

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