Udemy - Advanced Engineering Mathematics

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[ CoursePig.com ] Udemy - Advanced Engineering Mathematics
  • Get Bonus Downloads Here.url (0.2 KB)
    • ~Get Your Files Here ! 01 - First order differential equations
    • 001 Introduction to Linear differential equation.mp4 (45.1 MB)
    • 001 Introduction to Linear differential equation_en.vtt (6.5 KB)
    • 002 Solving linear 1st order differential equation using integrating factor.mp4 (56.9 MB)
    • 002 Solving linear 1st order differential equation using integrating factor_en.vtt (5.8 KB)
    • 003 Separable differential equations.mp4 (39.5 MB)
    • 003 Separable differential equations_en.vtt (3.9 KB)
    • 004 Homogeneous differential equations.mp4 (24.1 MB)
    • 004 Homogeneous differential equations_en.vtt (2.8 KB)
    • 005 Bernoulli equation.mp4 (86.5 MB)
    • 005 Bernoulli equation_en.vtt (8.3 KB)
    • 006 Riccati equation.mp4 (56.1 MB)
    • 006 Riccati equation_en.vtt (5.0 KB)
    • 007 Exact equations- part 1- 1st order homogeneous differential equations.mp4 (41.3 MB)
    • 007 Exact equations- part 1- 1st order homogeneous differential equations_en.vtt (7.2 KB)
    • 008 Exact equations- part 2- 1st order homogeneous differential equations.mp4 (33.3 MB)
    • 008 Exact equations- part 2- 1st order homogeneous differential equations_en.vtt (5.6 KB)
    • 20519410-Lect2.pdf (344.0 KB)
    • 20519550-Lect3.pdf (473.6 KB)
    • 20519552-Lect4.pdf (329.2 KB)
    • 20519562-Lect6.pdf (410.3 KB)
    • 20519582-Lect5.pdf (605.1 KB)
    • 20569318-Lect7.pdf (615.8 KB)
    • 20569320-Lect8.pdf (574.5 KB)
    02 - Second order differential equations
    • 001 Reduction of order- 2nd order homogeneous differential equations.mp4 (56.2 MB)
    • 001 Reduction of order- 2nd order homogeneous differential equations_en.vtt (5.5 KB)
    • 002 Exponential guess- Repeated roots- 2nd order homogeneous differential equations.mp4 (20.5 MB)
    • 002 Exponential guess- Repeated roots- 2nd order homogeneous differential equations_en.vtt (2.1 KB)
    • 003 Exponential guess- Distinct roots- 2nd order homogeneous differential equations.mp4 (29.3 MB)
    • 003 Exponential guess- Distinct roots- 2nd order homogeneous differential equations_en.vtt (3.1 KB)
    • 004 Exponential guess- complex roots- 2nd order homogeneous differential equations.mp4 (30.3 MB)
    • 004 Exponential guess- complex roots- 2nd order homogeneous differential equations_en.vtt (4.9 KB)
    • 005 Euler - Cauchy equation.mp4 (20.5 MB)
    • 005 Euler - Cauchy equation_en.vtt (4.3 KB)
    • 006 Euler - Cauchy equation - repeated and complex roots.mp4 (28.1 MB)
    • 006 Euler - Cauchy equation - repeated and complex roots_en.vtt (5.2 KB)
    • 007 Variation of parameters -2nd order NON-homogeneous differential equations.mp4 (45.0 MB)
    • 007 Variation of parameters -2nd order NON-homogeneous differential equations_en.vtt (8.7 KB)
    • 008 Undetermined coefficients-2nd order NON-homogeneous differential equations.mp4 (50.7 MB)
    • 008 Undetermined coefficients-2nd order NON-homogeneous differential equations_en.vtt (10.1 KB)
    • 009 Super position method-2nd order NON-homogeneous differential equations.mp4 (42.3 MB)
    • 009 Super position method-2nd order NON-homogeneous differential equations_en.vtt (8.0 KB)
    • 20519570-Lect7.pdf (399.5 KB)
    • 20519574-Lect-8.pdf (356.1 KB)
    • 20519648-Lect9.pdf (266.6 KB)
    • 20520182-Lect10-2nd-ord.pdf (73.6 KB)
    • 20520188-Lect13-Euler-C.pdf (330.6 KB)
    • 20520190-Lect14-Euler-C.pdf (691.0 KB)
    • 20520192-Lect15-Non-Hom.pdf (596.1 KB)
    • 20520196-Lect16-Non-Hom.pdf (574.1 KB)
    • 20520198-Lect17-Non-Hom.pdf (576.9 KB)
    03 - The Laplace Transform
    • 001 Introduction to the Laplace transform.mp4 (25.2 MB)
    • 001 Introduction to the Laplace transform_en.vtt (5.0 KB)
    • 002 Initial value problem - Laplace transform.mp4 (35.4 MB)
    • 002 Initial value problem - Laplace transform_en.vtt (6.6 KB)
    • 003 Using partial fraction expansion in the Laplace transform.mp4 (58.8 MB)
    • 003 Using partial fraction expansion in the Laplace transform_en.vtt (9.3 KB)
    • 004 Repeated roots- partial fraction expansion- Laplace transform.mp4 (50.6 MB)
    • 004 Repeated roots- partial fraction expansion- Laplace transform_en.vtt (8.9 KB)
    • 005 The convolution theorem.mp4 (21.1 MB)
    • 005 The convolution theorem_en.vtt (3.9 KB)
    • 006 Impulse and delta function transformation.mp4 (26.2 MB)
    • 006 Impulse and delta function transformation_en.vtt (5.1 KB)
    • 007 Solving system of equations.mp4 (24.0 MB)
    • 007 Solving system of equations_en.vtt (5.8 KB)
    • 20520202-Lect18-The-Lap.pdf (415.9 KB)
    • 20520206-Lect-19-Laplac.pdf (392.0 KB)
    • 20520208-Lect-20-Advanc.pdf (580.7 KB)
    • 20520210-Lec21-Advance.pdf (827.2 KB)
    • 20520212-Lect22-The-Con.pdf (288.7 KB)
    • 20520428-Lect23-Impulse.pdf (342.8 KB)
    • 20520554-Lect24-Solving.pdf (382.6 KB)
    • Bonus Resources.txt (0.3 KB)

Description

Advanced Engineering Mathematics



https://CoursePig.com

MP4 | Video: h264, 1280x720 | Audio: AAC, 44.1 KHz
Language: English | Size: 957 MB | Duration: 3h 52m
For Engineers and Hobbyists
What you'll learn
The objective of this course is to help you build the skill necessary to analyze mathematical relationships, and equations they encounter in the real world. Topics include Ordinary Differential Equations, Laplace Transforms, Systems of Linear Differential Equations
Requirements
Calculus
Description
The objective of this course is to help you build the skill necessary to analyze mathematical relationships, and equations you encounter in the real world. Topics include Ordinary Differential Equations, Laplace Transforms, Systems of Linear Differential Equations. Upon completion of this course you should be able to identify different types of differential equations and decide the best solution method to follow in order to solve that equation. Differential equations are in most cases the mathematical representation of a real world problem in physics and engineering. Learning how to solve a differential equation or a Laplace transformation could be a solution to a problem that is facing the real world today.

Who this course is for:
Engineers, Applied engineering employees, Engineering students and hobbyists, Mathematics student, Physics students and hobbyists.

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Udemy - Advanced Engineering Mathematics

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Download torrent
957.4 MB
seeders:28
leechers:12
Udemy - Advanced Engineering Mathematics

Torrent hash: 7B9F72B9DB02EBBE50A5EEE193D760A2EA5393BB