- #1
bergie7isu
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I'm working to calculate the cross-sectional area of a lathe turned feature machined with a radiused insert. My calculations have essentially led me to the equation for the area of a segment of a circle.
Area=r^2/2*(∏/180*C-sin(C))
where r is the circle's radius and C is the central angle of the associated sector.
In this particular case, I have a predetermined area and need to determine the central angle. How do I solve for C?
In it's most basic form, I have:
y=x+sin(x)
Solve for x.
Any help is appreciated. Thanks!
Area=r^2/2*(∏/180*C-sin(C))
where r is the circle's radius and C is the central angle of the associated sector.
In this particular case, I have a predetermined area and need to determine the central angle. How do I solve for C?
In it's most basic form, I have:
y=x+sin(x)
Solve for x.
Any help is appreciated. Thanks!