What are Open Educational Resources (OER)?

See: http://guides.ou.edu/OER

OER are educational materials that are specifically designed by their creator/s to be openly available and are licensed to be re-used, re-mixed, and re-distributed. Open is not just about low cost (though that is an important benefit of using OER) but about the ability to take what others have created, customize it for your specific educational needs, and then share your creation with others.

OER can come in a variety of forms:

  • Primary sources - Images, video, and sound recordings. Some sources are in the public domain, while others have been licensed as open by their creators. In addition, many texts that are in the public domain are available online/electronically.
  • Learning content - created content that ranges from individual lectures, animations, and assessments to complete courses and textbooks.

Collections in this community

Recent Submissions

  • Biomedical Engineering Lab Manual, Volume 2 

    Breen, Sarah (2023-08)
    The lab manual was written as the second installment that coincides with two lab courses taught at the University of Oklahoma (BME3171, BME3181). These courses are designed to provide Biomedical Engineering students with ...
  • Biomedical Engineering Lab Manual, Volume 1 

    Breen, Sarah (2022-12)
    The lab manual was written as the first installment that coincides with two lab courses taught at the University of Oklahoma (BME3171, BME3181). These courses are designed to provide Biomedical Engineering students with ...
  • Patent Law: An Open-Access Casebook 

    Burstein, Sarah; Wasserman Rajec, Sarah R.; Sawicki, Andres (2021-06-14)
    Patent Law: An Open-Access Casebook is a comprehensive casebook covering all the fundamentals of the United States patent system. It is designed to be used as the primary text in a 3-credit or 4-credit patent law course. ...
  • Measurement and Instrumentation: An Introduction to Concepts and Methods, 1st Edition 

    Dyer, John W.; Davis, Chad E. (2020-08)
    Measurement and instrumentation are fundamental elements of many engineering projects. From research, to development, to manufacturing, to user products, engineers are constantly needing to measure things: brightness of ...
  • Arban Expansion Pack: Classic Exercises Adapted for Today's Musician. 1st edition 

    Stock, Matt (2020)
    First published circa 1859 Jean-Baptiste Arban’s Grande méthode complète pour cornet à pistons et de saxhorn is an integral part of the practice routines of trumpeters around the globe. The First Studies, which stress an ...
  • 7.1 - Trapezoidal Rule 

    Shams El-Din El-Fouly; Siddharth Misra (7/19/18)
    In this lesson you'll learn about how to approximate an area under the curve using the Trapezoidal rule and how to develop a VBA code to implement this technique to any desired approximate error.
  • 7.2 - Simpson's 13 Rule 

    Shams El-Din El-Fouly; (7/20/18)
    In this lesson you'll learn about how to approximate an area under the curve using the Simpson's 1/3 Rule and how to develop a VBA code to implement this technique to any desired approximate error in addition to how the ...
  • 1.2 - Functions & Variables 

    Shams El-Din El-Fouly; Siddharth Misra (6/4/18)
    In this lesson you'll learn about the two possible programs written in VBA, functions and subroutines in addition to the use of variables in a VBA program
  • 1.1 - Getting Started with Excel 

    Shams El-Din El-Fouly; Siddharth Misra (6/1/18)
    In this lesson you'll learn how to setup Excel for VBA programming, explain the most common features of the interface and how to save an Excel sheet with a macro program
  • 7.3 - Romberg Integration 

    Shams El-Din El-Fouly; Siddharth Misra (7/26/18)
    In this lesson you'll learn about how to approximate an area under the curve using Romberg Integration, how to develop a VBA code to implement this technique to any desired approximate error in addition to how Romberg ...
  • 7.5 - High Accuracy Vs. Conv. Centered (1st & 2nd Derivatives) 

    Shams El-Din El-Fouly; Siddharth Misra (7/23/18)
    In this lesson you'll learn about how to approximate derivatives using the High Accuracy centered finite difference approximations and how it compares to the conventional finite approximations
  • 7.4 - Conv. Forward Vs. Conv. Centered (1st & 2nd Derivative) 

    Shams El-Din El-Fouly; Siddharth Misra (7/23/18)
    In this lesson you'll learn about how to approximate derivatives using the conventional forward and centered finite difference approximations
  • 1.8 - Inbuilt Functions 

    Shams El-Din El-Fouly; Siddharth Misra (6/12/18)
    In this lesson you'll learn about some the most useful and common EXCEL/VBA inbuilt functions used in numerical methods
  • 8.1 - Euler's Method 

    Shams El-Din El-Fouly; Siddharth Misra (7/27/18)
    In this lesson you'll learn about the concept behind applying Euler's Method to solve Ordinary Differential Equations and learn how to write a VBA code to apply Euler's Method
  • 1.3 - ForNext & Dowhile Loops 

    Shams El-Din El-Fouly; Siddharth Misra (6/5/18)
    In this lesson you'll learn about the repetition structure in VBA. This will include the ForNext Loop and the DoWhile Loop
  • 1.5 - If-Then-Else 

    Shams El-Din El-Fouly; Siddharth Misra (6/6/18)
    In this lesson you'll learn about the decision structure of VBA Programming and that the if-then-else statement.
  • 1.6 - Factorial 

    Shams El-Din El-Fouly; Siddharth Misra (6/7/18)
    In this lesson we'll use what we have learned previously to create a factorial code capable of generating the factorial of any number
  • 1.7 - Area & Perimeter of a Square 

    Shams El-Din El-Fouly; Siddharth Misra (6/7/18)
    In this lesson we'll use what we have learned previously to create a code to find which of 7 squares of different side length has magnitude of area equal to magnitude of perimeter
  • 1.4 - Nested Loops 

    Shams El-Din El-Fouly; Siddharth Misra (6/6/18)
    In this lesson you'll learn about how created a nested loop where a loop is imbedded within another loop
  • 2.1 - Taylor Series & Exp(x) 

    Shams El-Din El-Fouly; Siddharth Misra (6/15/18)
    In this lesson you'll learn about what Taylor Series are and how to approximate the Exp(x) function using Taylor Series

View more