allfeeds.ai

 

Modelling with first order differential equations - for iBooks  

Modelling with first order differential equations - for iBooks

Author: The Open University

This unit lays the foundation of Newtonian mechanics and in particular the procedure for solving dynamics problems. The preresquisite skills needed for this unit are the ability to solve first and second-order differential equations, a knowledge of vectors, and an understanding of the concept of a force This study unit is just one of many that can be found on LearningSpace, part of OpenLearn, a collection of open educational resources from The Open University. Published in ePub 2.0.1 format, some feature such as audio, video and linked PDF are not supported by all ePub readers.
Be a guest on this podcast

Language: en

Genres: Courses, Education

Contact email: Get it

Feed URL: Get it

iTunes ID: Get it


Get all podcast data

Listen Now...

Modelling with first order differential equations
Sunday, 5 June, 2011

This unit lays the foundation of Newtonian mechanics and in particular the procedure for solving dynamics problems. The preresquisite skills needed for this unit are the ability to solve first and second-order differential equations, a knowledge of vectors, and an understanding of the concept of a force This study unit is just one of many that can be found on LearningSpace, part of OpenLearn, a collection of open educational resources from The Open University. Published in ePub 2.0.1 format, some feature such as audio, video and linked PDF are not supported by all ePub readers.

 

We also recommend:


Mindgames
Heiko A. Frommhold

National FFA Convention 2006
Adam Lohrey

The Insomnia Film Festival
Apple Inc.

DYIHomeSolarPanels' Podcast
DYIHomeSolarPanels

A tale of pigs and people

DJ Ines' Podcast
DJ Ines

Jagdfunk
erdebene Jochen Schumacher

MaterialChef
The Naked Scientists

Daily Easy English Expression Podcast
Coach Shane

Raptor Newscast
Raptor Newscast

Learn. Create. Share.
Lonnie Robinson

Videos de AESLA 2016
Videos de AESLA 2016