Just wondering if anyone's done a calculation of the work (Force x distance, in the Physics sense) required to actuate each of the Cherry switches? And maybe 1mm past the actuation point too. It'd be a simple integral if we had the exact force equation, but having some data points along the force diagram curves could still give a decent approximation.
If not, I'll have to think about it and try to approximate it myself based on looking at available force diagrams. Having some actual numbers for those curves would be great though.
![](http://peterhallam.com.au/wp-content/uploads/cherry-mx-brown-force-diagram.jpg)
Also, what is the bottom curve--the return path?
It's obvious that the force required at the actuation point does not tell the whole picture. For MX Clears, one has to overcome a bump of over 60cN to get to the actuation point (that requires 55cN or so, right?) So it's quite unlike MX Blacks that start out at 40cN and gradually get to 60cN actuation point with linear acceleration.
(And there are more nuances to think about, but this would be a simple start)