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Capacitance Set Point Stability During Random Vibration TestbyDoug Beuerman Sr. Design Engineer September 8, 1999 The variable end of a CSV4-900-01 vacuum capacitor was bolted to a thick phenolic disc. This disc was clamped into a rigid test fixture, which was bolted securely to the working table of the vibration test rig (Figure 1). The fixed end of the vacuum capacitor was left free to simulate a typical mounting scenario in a tuner. The unit was subjected to random vibration tests. The axis of vibration was set to corresponded to the axis of linear motion of the variable electrode. This is thought to be the worst case scenario for a conventional vacuum capacitor.
Two tests were performed to assess the vibrational stability of the current design. Test #1 was run on a capacitor without the roller cage installed in the thrust bearing. It was surmised that removing the ball bearings from the thrust bearing would provide added safety factor against capacitance drift. The test was run for 90 minutes total duration, with each segment of the spectra sweeping over a 30-minute interval (i.e. 20-80Hz, 80-350Hz, 350-2kHz). Test #2 was run on a capacitor with a standard thrust bearing installed. The test was run for 60 minutes total duration, with each segment of the submitted spectra sweeping over a 20-minute interval. Results Test #2. The net capacitance change after the 60 minute run through the spectra with the roller cage installed in the thrust bearing was 0.4pF (as delivered prototype caps). This corresponds to a linear movement of 0.00034 inches from the variable electrode. Analysis It is much more likely that the measured change in capacitance is due to the angular displacement of the variable electrode with respect to the fixed electrode. The clearance between the variable shaft and it's guide bushing is on the order of 0.0002 to 0.0004 inches to allow for a lubricant film. This clearance permits a theoretical angular deflection of up to 0.06° or ±0.0010 inches of side to side motion at the variable electrode tip corresponding to a ±0.5pF capacitance shift due to the angular deflection alone. Conclusion
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