How inside diameter of hemispherical head is decided based on inside diameter of cylindrical shell.? what are the tolerances or factors to be considered for that?
• Offset where ts > th (for both cases Rms > Rmh & Rmh > Rms): Offset per ASME code must be ≤ o.5 (ts-th)
• Offset where th > ts (for both cases Rms > Rmh & Rmh > Rms): Offset per ASME code must be ≤ o.5 (th-ts)
Very Important Notes.
• In shell-to-hemispherical head connections, the distance between the tangent line-to-welding line L (to be cut from the hemispherical head before welding to shell and this distance shall be compensated by extension of shell beyond the welding line up to tangent line) is mainly depends on ts, th , Rs and Rh. And can be easily determined by the following equations which are derived by myself using simple mathematics or can easily be attained by using graphics:
a. In case of coincident centerlines (Rms = Rmh) : L = (1 + th/2Rh) * √(Rh2 - Rs2)
b. In case of offset centerlines: L = [(Rs + ts/2 ± x)/Rh] * √(Rh2 - Rs2),
where, x with positive sign @ Rmh > Rms, and x with negative sign @ Rmh < Rms
and to find x, use the following relation: Rh = Rs + (ts - th)/2 ± x
• Till this instance, I didn't found any design handbook that demonstrates the prescribed relationships, and I did them more than 25 years ago to help myself in design of pressure vessels furnished with hemispherical heads, and I see that this CR4 Thread is a good chance to help my friends who interesting in design and fabrication of pressure vessels.
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Offset = Offset between two radii of hemispherical head and shell.
I mean that offset x is the distance between the two midlines of wall thicknesses for both shell and hemispherical head, and per code x ≤ 0.5 (ts - th) or x ≤ 0.5 (th - ts).
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