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Electronics Repair (sci.electronics.repair) Discussion of repairing electronic equipment. Topics include requests for assistance, where to obtain servicing information and parts, techniques for diagnosis and repair, and annecdotes about success, failures and problems. |
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Posted to sci.electronics.design,sci.electronics.repair,sci.electronics.equipment
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MassiveProng wrote:
On 2 Mar 2007 15:09:30 -0800, "David L. Jones" Gave us: Which is why you do it for each range and then spot check it to see that there is no funny business. Perfectly valid technique for home calibration of a scope vertical scale. Dave ![]() It doesn't matter how many "places" you "spot check" it, you are not going to get the accuracy of your comparison standard on the device you intend to set with it. What you do is take the basic INaccuracy of the device needing to be set, and add to it the basic INaccuracy of the standard to which you are setting it. You CANNOT get any closer than that. So, a 0.5% meter, and a 0.5% scope cannot be used together to make the scope that accurate. You need a *finer* standard than the accuracy level you wish to achieve. You need to understand that as a basic fact, chucko. Furthermore, an analog scope cannot measure better than 1% (ie 0ne part in 100 of what is on the scope face). Now one can "cheat" by using a precision offset differenced with an input and that difference amplified to *display* (part of) that difference: note the "Z", the "W", and the more modern "7A13" type plugins. But *on the screen*, i defy anyone to consistently "read" better than one part in 100 (ie if 10 divisions on screen, read to better than 1 division on a consistent basis. Thus, for a scope, one might use standards good to 5 or more places, but the result will be no better than what has been called "slide rule accuracy". Do you believe all 15 digits of each and every number in a computer printout? |
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