Door closer spring and damping coefficients.

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The discussion revolves around the design of a test rig for golf clubs at the University of Nottingham, where budget constraints have led to the consideration of using a door closer as a spring damper system. The user seeks rough values for the damping coefficients of door closers, noting that spring constants are estimated between 5-20 N.M/rad. Attempts to obtain data from manufacturers have been unsuccessful, as they suspect intentions of industrial espionage. A suggestion is made to test existing door closers in the institution to gather real data. The conversation emphasizes the importance of practical measurements over theoretical values.
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I am designing a test rig for golf clubs at the university of nottinghamm, and due to a large spending spree, don't have much of my budget left. As a result of which, I was hoping to use a door closer as a spring damper system.

Does anyone have any idea of rough values of the damping coefficients of these devices, the spring constants seem to be somewhere in the range of 5-20 N.M/rad. We have tried emailing and ringing manufacturers but they all think that we are trying to use the data for industrial espionage and tell us to buy some units and put them in test rig. This is quite impractical and time consuming. Anyone able to help?
 
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Can you test some of the units that are in service right there in your institution? Just move your test rig into the hallway and conduct your test. There is nothing like real data that you measure yourself.
 
My idea is that I want to use immerse Whitetail Antlers in a fishtank to measure their volumetric displacement (the Boone and Crockett system is the current record measurement standard to place in a juxtaposition with) I would use some sight glass plumbed into the side of the tank to get the change in height so that I can multiply by the tank cross-section. Simple Idea. But... Is there a simple mechanical way to amplify the height in the sight glass to increase measurement precision...

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