Kohalikku geomeetriahälvet võib kirjeldada kui muutuskõvera punkti ordinaati, mille abstsissid on määratletud võrdlusruumis, ja ta võrdub nulliga, kui kõrvalekaldunud tegelik element on võrdluselemendist suurem.
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Kohalik geomeetriahälve esineb sisendomaduse mis tahes punktis ja seejuures sisendtunnuse punkti igat kohalikku geomeetriahälvet saab esitada võrdlusruumis võrdlustunnuse vastava punkti abstsissiga ja kohalikule geomeetriahälbele vastava ordinaadiga.
A local geometrical deviation can be described as an ordinate of a point of the variation curve whose abscises are defined in the reference space, and a local geometrical deviation is equal to zero when the deviated feature crosses the reference feature.
Good to know
A local geometrical deviation can be described as an ordinate of a point of the variation curve whose abscises are defined in the reference space, and a local geometrical deviation is equal to zero when the deviated feature crosses the reference feature.
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