Per Y14.5-2009 total runout applied to surfaces around an axis will control...see bellow
9.4.2.1 Applied to Surfaces Around an Axis. Where
applied to surfaces, constructed around a datum axis,
total runout may be used to control cumulative variations
such as circularity, straightness, coaxiality, angularity,
taper, and profile of a surface.
Per the draft version:
12.4.4: a.) Where applied to surfaces constructed around a datum axis, total runout controls cumulative variations such as circularity, cylindricity, straightness and location (coaxiality) of a cylindrical surface.
The magic word in the last sentence is "cylindricity"
Should I understand that by adding "cylindricity" to the definition of the totaal runout then the door of using total runout to a cone (with, of course, basic angle implied) is permanently closed?
And if yes, do you think it is a good idea?
Yes? No? maybe? Why yes? Why no? Why maybe?
9.4.2.1 Applied to Surfaces Around an Axis. Where
applied to surfaces, constructed around a datum axis,
total runout may be used to control cumulative variations
such as circularity, straightness, coaxiality, angularity,
taper, and profile of a surface.
Per the draft version:
12.4.4: a.) Where applied to surfaces constructed around a datum axis, total runout controls cumulative variations such as circularity, cylindricity, straightness and location (coaxiality) of a cylindrical surface.
The magic word in the last sentence is "cylindricity"
Should I understand that by adding "cylindricity" to the definition of the totaal runout then the door of using total runout to a cone (with, of course, basic angle implied) is permanently closed?
And if yes, do you think it is a good idea?
Yes? No? maybe? Why yes? Why no? Why maybe?