You can increase the temperature limit of your copper boiler by increasing the wall thickness of the copper. Recall Barlow's formula gives maximum pressure inside a tube as:
P = 2*T*S/D
Where S is the allowable stress of the material (copper), which we know becomes smaller as the copper is heated, which results in lowering the maximum allowable pressure, P. However, we can increase P by increasing T, the thickness of the copper.
From the chart below we can see that copper looses about 1/2 it's strength at about 900 F. But if we can compensate for the resulting lower "P" by doubling the wall thickness "T"
So, if you want to use super heated steam at temperatures well above 230 C (447 F) you need only increase the thickness of the copper you're using to make your boiler.
Assuming you're not using a monotube design for your boiler, another solution to increase allowable pressure would be to use a different shape for the boiler. The formula to find max allowable pressure for a sphere is:
P= 4*T*S/D
Using the same material (copper) and the same wall thickness, a spherical pressure vessel will hold twice the pressure of a cylindrical vessel.
P = 2*T*S/D
Where S is the allowable stress of the material (copper), which we know becomes smaller as the copper is heated, which results in lowering the maximum allowable pressure, P. However, we can increase P by increasing T, the thickness of the copper.
From the chart below we can see that copper looses about 1/2 it's strength at about 900 F. But if we can compensate for the resulting lower "P" by doubling the wall thickness "T"
So, if you want to use super heated steam at temperatures well above 230 C (447 F) you need only increase the thickness of the copper you're using to make your boiler.
Assuming you're not using a monotube design for your boiler, another solution to increase allowable pressure would be to use a different shape for the boiler. The formula to find max allowable pressure for a sphere is:
P= 4*T*S/D
Using the same material (copper) and the same wall thickness, a spherical pressure vessel will hold twice the pressure of a cylindrical vessel.
Last edited: