Your company has a manual 2D microscope which can measure
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Your company has a manual 2D microscope which can measure

Task 2:

Your company has a manual 2D microscope which can measure the coordinates of 2D profiles. You have been asked to develop a least square algorithm in either Matlab or Excel to calculate the centre and radius of circular features.

Describe briefly how measurement uncertainty is evaluated. Given the standard uncertainty of x and y coordinates is 30 µm, calculate the uncertainties associated with the radius and centre coordinates. Describe how to reduce the measurement uncertainties.

To test your algorithm, you can use the following measurement results, the XY coordinates recorded for a ring gauge:

Measurement Results (unit: mm)


Hint
Management"The least square algorithm minimized the error sum of squares. According to the least square algorithm: slope, b1= {n*sum(xy) - sum(x)*sum(y)} / {n*sum(x^2) - [sum(x)]^2 }intercept, bo= {sum(y)*sum(x^2) - sum(x)*sum(xy)} / {n*sum(X^2) - [sum(X)]^2}and the regression equation is given by: y = bo + b1*x"...

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