TL:DR; Are cheap locks harder to spin, and what really goes on when you spin a lock?From a physics point of view, I suppose what matters is the speed (technically angular velocity) of the plug as the pin stacks line up again. Ignoring mass, this speed depends linearly on how far you twist the spinner in advance.
There's a small window where the keyway is vertical when the driver pins can drop down into the plug. If the driver pins only fall a little bit, the plug can wedge itself under them and continue spinning (think cutting tolerance of a key-- there's some error allowed in the depth of each cut).
That makes the necessary speed w_thresh a function of the vertical tolerance tol_v, the horizontal tolerance tol_h, and the spring strength k.
Roughly,
w_thresh ~ tol_h * sqrt(k/tol_v)
Assuming the two tolerances are related linearly, that gives w_thresh is proportional to the square root of the tolerance, so if you quadruple the tolerance, you double how far you heed to turn the spinner. This suggests that lower quality locks actually have to be spun at a higher speed than high quality locks. In itself that's an interesting result.
The model also shows that a stronger spring will make it more difficult to spin the plug. Could plug spinning be mitigated by using really strong springs?
Raymond wrote:And.. For a relatively strong spring above the top pin, what speed must you achieve before the centrifugal force and resulting increase in the friction of the bottom pin against the wall of the lock allows it to slip past the top pin without catching?
This makes me wonder what's really going on during the plug spinning. Is the plug spinning so fast the driver pins don't have a chance to drop? Or is the cetrifugal (yes, centrifugal
http://xkcd.com/123/) force of the pins pushing up against the drivers preventing them from dropping down? Can you spin a plug
too fast, such that the key pins fly up into the chambers and block rotation?
This is all just theory, so I'd like to hear more about what it's like in practice. Are cheaper locks harder to spin? Is overspinning a lock ever an issue? I know this doesn't answer the original question, but the physics of it turns out to be pretty interesting. I tried to keep the jargon to a minimum, but if anyone wants me to give more details I can.