BCG1
Mechanical
- Oct 10, 2006
- 9
The application is to insert a flange skillet temporarily on two ends to hydrostatic test a 24" line. I am using the equation found in ASME 304.5.3 for determing the thickness "t" of Blanks. Namely, equation 15, where t= d(3P/16SE)^.5 + c. I am unable to verify the customers thickness requirements using the given information:
Skillet material = SA-514 GR 100, d = 23 in, t = 1/2 in, E = 1, S = 90,000 psi (90% yield for temporary use), and c = 0. Solving for P, I get 227 psi.
Apparently, they claim that one can test up to 341 psi. I am getting a much lower number and think you will need a thicker plate to reach this test pressure. Is there an exception that I am missing when you are using a skillet for testing only? I don't have API 590 handy, but is there a different equation in there? The goal here is minimizing the spreading distance due to field conditions.
Thanks for your help
Skillet material = SA-514 GR 100, d = 23 in, t = 1/2 in, E = 1, S = 90,000 psi (90% yield for temporary use), and c = 0. Solving for P, I get 227 psi.
Apparently, they claim that one can test up to 341 psi. I am getting a much lower number and think you will need a thicker plate to reach this test pressure. Is there an exception that I am missing when you are using a skillet for testing only? I don't have API 590 handy, but is there a different equation in there? The goal here is minimizing the spreading distance due to field conditions.
Thanks for your help