Linkage models at TU-Delft
Prof. A. J. Klein Breteler maintains an array of mechanism models at TU-Delft. Access videos of these models at the site: Linkage Models
Lecture notes on specific topics.
Prof. A. J. Klein Breteler maintains an array of mechanism models at TU-Delft. Access videos of these models at the site: Linkage Models
The basic properties of robots can developed by studying planar serial chains. Select this link for my notes on elementary robotics:
http://synthetica.eng.uci.edu/mechanicaldesign101/McCarthyNotes-5.pdf
Yi Zhang, Susan Finger and Stephannie Behrens have prepared an on-line introduction to mechanisms consisting of eight chapters and almost 100 figures. Access it at the link:
http://www.cs.cmu.edu/~rapidproto/mechanisms/tablecontents.html
The slider-crank is an important mechanism with a wide range of applications. Here are my notes on its kinematic analysis.
http://synthetica.eng.uci.edu/mechanicaldesign101/McCarthyNotes-3.pdf
The four-bar linkage is a basic machine component. It comes in two primary forms the 4R quadridlateral and the slider-crank. Here are my notes for the analysis of the 4R quadrilateral.
http://synthetica.eng.uci.edu/mechanicaldesign101/McCarthyNotes-2.pdf
A copy of my notes on DC motor torque and power can be downloaded at the link:
http://synthetica.eng.uci.edu/mechanicaldesign101/McCarthyNotes-1.pdf
The basic principles of DC motors are presented by Joe Wolfe of the University of New South Wales (Sydney, Australia) at the link:
http://www.animations.physics.unsw.edu.au/jw/electricmotors.html
Northwestern University (Chicago, Illinois) presents the basics of a DC motor in the Wiki page:
http://hades.mech.northwestern.edu/index.php/Brushed_DC_Motor_Theory
This is a link to notes on Geometric Design and Tolerancing by Prof. Graeme Britton of Raffles Design Institute, Singapore.
A pdf version of Prof. Britton’s lecture is available at:
http://synthetica.eng.uci.edu/mechanicaldesign101/GDandT.pdf
Here is another excellent set of notes from the Technical College of New Jersey on geometric dimensioning and tolerancing.
Chris Sangwin has a nice collection of linkage movies at How round is your circle?.
Particularly nice are the straight line mechanisms such as Hart’s second straight-line mechanism.
His example of the Sarrus linkage is also found on YouTube:
Fred Klingener has generated a number of interesting mechanism animations. My favorite is the Peaucellier straight line mechanism. You will find a table of 16 or so animations at his site: