AliGrailly
Mechanical
- Dec 8, 2020
- 72
[pre][/pre]hi
i used eq : p=2se(t-c)/d-2×y(t-c) to calc max pressure for A106-B seamless at temp 100F
Od=1.315 , t=0.133"-12.5% s=137.9mpa
Result=26.3mpa or 263bar
but i visited some websites and got following formula with safety factor ( while b31.3 not mentioned safety factor just states basic allowable stress)
sf from 1.5 to 10
sf:1.5 --->>> so p=22.6mpa
See here 1" Od and see column p=226psig???
Equation: P = (2*S*T)/((O.D.-2*T)*SF)
Where: P = Fluid Pressure (psi)
T = Pipe Wall Thickness (in)
O.D. = Pipe Outside Diameter (in)
SF = Safety factor (General Calculations 1.5 – 10, Use 1 For Bursting Pressure)
S = Material Strength (psi)
Ultimate Tensile strength or Yield strength can be used.
Ultimate should be used to determine the bursting pressure.
Yield can be used for estimating pressures at which permanent deformation begins.
1Mpa=144.55psi
i used eq : p=2se(t-c)/d-2×y(t-c) to calc max pressure for A106-B seamless at temp 100F
Od=1.315 , t=0.133"-12.5% s=137.9mpa
Result=26.3mpa or 263bar
but i visited some websites and got following formula with safety factor ( while b31.3 not mentioned safety factor just states basic allowable stress)
sf from 1.5 to 10
sf:1.5 --->>> so p=22.6mpa
See here 1" Od and see column p=226psig???
Equation: P = (2*S*T)/((O.D.-2*T)*SF)
Where: P = Fluid Pressure (psi)
T = Pipe Wall Thickness (in)
O.D. = Pipe Outside Diameter (in)
SF = Safety factor (General Calculations 1.5 – 10, Use 1 For Bursting Pressure)
S = Material Strength (psi)
Ultimate Tensile strength or Yield strength can be used.
Ultimate should be used to determine the bursting pressure.
Yield can be used for estimating pressures at which permanent deformation begins.
1Mpa=144.55psi