Out of roundness for least square circle - Metrology & Quality Control

Q.  The out of roundness δ for least square circle is given as
- Published on 07 Aug 15

a. δ = δp - δv
b. δ = δp + δv
c. δ = δr
d. None of the above

ANSWER: δ = δp + δv
 

    Discussion

  • Sravanthi   -Posted on 23 Oct 15
    Out of roundness is defined as the greatest distance from a circle to an imperfectly or unbalanced profile.





    - The different sources of out of roundness of machined parts are:

    1) Clamping distortion
    2) Spindle runout
    3) Poor machine condition
    4) vibrations, etc

    Least square circle: This circle represents average of all peaks and valleys. It is defined as the sum of squares of large equally spaced ordinates from a circle to the profile having minimum value.

    Out of roundness (δ) = δp + δr

    here,
    δp = distance of maximum peak

    δr = distance of maximum valley

Post your comment / Share knowledge


Enter the code shown above:

(Note: If you cannot read the numbers in the above image, reload the page to generate a new one.)