Difference between revisions of "Best-Fit Alignment Versus Hard-Point Alignment"
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Revision as of 00:01, 10 April 2012
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Best-Fit Alignment versus Hard-Point Alignment
The goal in designing a qualification system for a tube shape is to designate the appropriate tolerance in each portion of the tube along the straights, then determine if the tube shape fabricated fits within that system of tolerances. In the tube fabrication world, tolerances generally imply an allowance for deviation in all parts of the tube simultaneously. In most cases, the issue is not if there is a tolerance - but it is how much of a tolerance is reasonable in each part of the tube.
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About Best-Fit Alignment
This is why best-fit methods are superior to hard-point methods in tube shape qualification. Both methods are iterative and rotate the tube in space to find the smallest deviation possible. However, unlike hard-point methods, best-fit methods use more sophisticated averages throughout the entire tube shape – and can even “weight” sections of the tube (like A End and B End) if appropriate.
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About Hard-Point Alignment
As the term “hard-point” implies, this method is locked out of the flexibility given to best-fit methods. It must translate to a single point. It must orient the tube based on a given plane formed by three points. The final orientation may not be the best one available for qualification. |
The Problem of Exaggerating Deviations
Some users are tempted to believe that hard-point methods of alignment are “more truthful” than best-fit alignments. One implication with this perception is that best-fit alignment methods are biased toward making the result appear better than it is in reality (or it “cheats.”)
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Why Use Hard Point Alignment Methods At All?
Hard-point methods allow qualify-control to lock a tube shape’s dimensions in order to emphasize a feature. The problem is that this method comes at a cost. It tends to exaggerate deviation in the shape of the tube.
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