The Principal of Tolerance
Posted: Sat Dec 01, 2007 11:58 am
A term that has come to be used in Friction Ridge Analysis is “Tolerance”. This area of the image is within tolerance, or this area is out of tolerance for inclusion. Those two events are just within the level of tolerance. So, just what exactly is tolerance. Here are a couple of definitions.
Permissible degree of variation from a pre-set standard.
www.neenahpaper.com/Glossary/index.asp
Allowable deviation from a nominal or specified dimension.
www.cattycorp.com/dictionary.htm
So tolerance is a variation/deviation from a standard or dimension. So where are the standards or dimensions? That is dependent upon exactly what you are observing. For example we have a standard definition of an “ending ridge”. So on one image we have what appears to be an ending ridge, while on the other image it appears to be a bifurcation. Is this out of tolerance?. Generally speaking I would have to say no (could be clarity issue). It is within tolerance. We also have a standard that the unit relationship between two images must have the same relative position. In other words the grouping of two ridge events having 4 ridges between them (unit relationship) then the second image must also have 4 ridges between comparative ridge events (same relative position). If one has 4 ridges and the second has 6 then we have the relative position out of tolerance.
For one to have an understanding of tolerance, one should also be familiar with the standards or definitions of the different features we may encounter.
The principal of tolerance states: That which is an allowable deviation from the friction ridge standard.
A bifurcation being observed as an ending ridge is within tolerance.
A bifurcation being observed as a short ridge is not within tolerance.
A short ridge being observed as a dot is within tolerance.
Under severe distortion a set of converging ridges appearing as a delta may be within tolerance.
The relative position between two events may be off by a single ridge and may be in tolerance. (dependent upon the accurate placement of the events).
I am looking for comments or thoughts on Tolerance.
Permissible degree of variation from a pre-set standard.
www.neenahpaper.com/Glossary/index.asp
Allowable deviation from a nominal or specified dimension.
www.cattycorp.com/dictionary.htm
So tolerance is a variation/deviation from a standard or dimension. So where are the standards or dimensions? That is dependent upon exactly what you are observing. For example we have a standard definition of an “ending ridge”. So on one image we have what appears to be an ending ridge, while on the other image it appears to be a bifurcation. Is this out of tolerance?. Generally speaking I would have to say no (could be clarity issue). It is within tolerance. We also have a standard that the unit relationship between two images must have the same relative position. In other words the grouping of two ridge events having 4 ridges between them (unit relationship) then the second image must also have 4 ridges between comparative ridge events (same relative position). If one has 4 ridges and the second has 6 then we have the relative position out of tolerance.
For one to have an understanding of tolerance, one should also be familiar with the standards or definitions of the different features we may encounter.
The principal of tolerance states: That which is an allowable deviation from the friction ridge standard.
A bifurcation being observed as an ending ridge is within tolerance.
A bifurcation being observed as a short ridge is not within tolerance.
A short ridge being observed as a dot is within tolerance.
Under severe distortion a set of converging ridges appearing as a delta may be within tolerance.
The relative position between two events may be off by a single ridge and may be in tolerance. (dependent upon the accurate placement of the events).
I am looking for comments or thoughts on Tolerance.