joeseeker16
Mechanical
- Jan 13, 2016
- 9
Hi ,
This is regarding the torispherical head thickness calculation , in UG-32(e) , it has been clearly mentioned that the inner crown radius (L) equals the outside diameter of the skirt (OD) , the same has been rightly mentioned in (CASTI Guidebook ASME Sec. VIII Div. 1 page.137 ) and (Pressure Vessel Handbook - E. Megyesy - 10th Ed) and many other sources..
But in ASME SEC.VIII-DIV.1Example Problem Manual PTB-4-13 page 29 ( example E4.3.4) , the inner crown radius L has been considered the same as the INSIDE DIAMETER of the vessel , the example is attached for reference
Now which case I`ve to considered during the solution if the given is the vessel inner diameter(Di) ? :
1- Considering L = Di + 2 vessel thickness ( which equals the skirt OD and conforms ASME in both UG-32 and appendix 1-4 ) (which equals in this case 72+2 *0.625 = 73.25 inch.
2- considering L = Di + head thickness + corrosion allowance = 72+ 0.625+0.125 = 72.75 inch.
None of these options is matching the solution shown in the example above , appreciate anyone who can clear this confusion.
Regards,
This is regarding the torispherical head thickness calculation , in UG-32(e) , it has been clearly mentioned that the inner crown radius (L) equals the outside diameter of the skirt (OD) , the same has been rightly mentioned in (CASTI Guidebook ASME Sec. VIII Div. 1 page.137 ) and (Pressure Vessel Handbook - E. Megyesy - 10th Ed) and many other sources..
But in ASME SEC.VIII-DIV.1Example Problem Manual PTB-4-13 page 29 ( example E4.3.4) , the inner crown radius L has been considered the same as the INSIDE DIAMETER of the vessel , the example is attached for reference
Now which case I`ve to considered during the solution if the given is the vessel inner diameter(Di) ? :
1- Considering L = Di + 2 vessel thickness ( which equals the skirt OD and conforms ASME in both UG-32 and appendix 1-4 ) (which equals in this case 72+2 *0.625 = 73.25 inch.
2- considering L = Di + head thickness + corrosion allowance = 72+ 0.625+0.125 = 72.75 inch.
None of these options is matching the solution shown in the example above , appreciate anyone who can clear this confusion.
Regards,