A brief explanation on the meaning of Resultant condition in GD&T and how is it different from Virtual condition when Position control is used .
To understand the concept of resultant condition which is related to virtual condition , take this example for reference .
The possible positional deviations for a shaft manufactured at MMC (20.2) would be
The positional deviation allowed at MMC is 0.1 (no Bonus tolerance)
If we scribe a circle enveloping all possible worst case positions at MMC then we get an Outer boundary as shown .
This is called as virtual condition.
Similarly if we take the shaft to be manufactured at LMC which is 19.8 and consider all possible position deviations , here the tolerance is Geometric tolerance + Bonus tolerance which is 0.5
The inner boundary shown in red hashed lines is calculated as LMC – Total positional tolerance which is 19.8 – 0.5 = 19.3 mm
This inner boundary is called as Resultant condition for the pin .
To summarize for a shaft (external feature of size ) with a Maximum material condition modifier attached to geometric tolerance in feature control frame the Outer boundary is the virtual condition and Inner boundary is called as the resultant condition.
For a hole (internal feature of size) the definition of resultant condition is the outer boundary and not the inner boundary , hence the table will be different .
Learn more about how to Interpret GD&T callouts from this e-book on GD&T interpretations
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What is virtual condition in GD&T
Factors in Specifying tolerance
GD&T Regardless of feature size
GD&T maximum material condition
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What is actual mating envelope
What is 3-2-1 principle in tolerancing
Applying GD&T scheme to a bracket
GD&T applied to patterns of features
Tolerance stack up analysis of a simple part
What are material conditions in GD&T
Composite position tolerance in GD&T
What are datum targets in GD&T
Verification of manufactured GD&T drawing
What are simultaneous requirements in GD&T
Calculating the geometric tolerance of a part
Developing GD&T scheme for a part
Traditional tolerancing vs GD&T
Categories: : GD & Tolerancing