PaulLange
Industrial
- Jun 18, 2014
- 4
Hello, I have just joined this forum as I work in pipeline repair using composite sleeves. Not having a formal engineering qualification I am having to self study quite a lot of things. I have found answers before by searching the forums so thought I would join. Also I do have a question that I cannot find the answer to.
It has previously been explained to me that the load sharing between a pipe and a repair sleeve is determined by the respective stiffness of the pipe and sleeve material. Stiffness being determined by the material's Young's Modulus and wall thickness. I have performed the calculations to determine the stresses in the sleeve and pipe and the load sharing ratio and obtained I what I thought was the expected results. However, I have noticed that if I change the wall thickness of the pipe or sleeve the load sharing ratio remains the same; it seems to be determined solely by the ratio of the Young's Moduli. The values for both the respective stresses do change but the difference as a ratio does not.
Is this correct or have I missed something?
Thanks in advance for any help that can be given.
It has previously been explained to me that the load sharing between a pipe and a repair sleeve is determined by the respective stiffness of the pipe and sleeve material. Stiffness being determined by the material's Young's Modulus and wall thickness. I have performed the calculations to determine the stresses in the sleeve and pipe and the load sharing ratio and obtained I what I thought was the expected results. However, I have noticed that if I change the wall thickness of the pipe or sleeve the load sharing ratio remains the same; it seems to be determined solely by the ratio of the Young's Moduli. The values for both the respective stresses do change but the difference as a ratio does not.
Is this correct or have I missed something?
Thanks in advance for any help that can be given.