Internal stress due to tube bending

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SUMMARY

The discussion centers on the internal stress changes in a circular steel tube with a diameter of 20mm, thickness of 1mm, and length of 500 meters when bent to a radius of 50mm. The material has entered the plastic stage, necessitating an understanding of the changes in material properties. To accurately calculate these changes, a true stress-strain curve for the steel is essential, along with finite element (FE) analysis to assess strain hardening effects during bending.

PREREQUISITES
  • Understanding of true stress-strain curves for steel
  • Knowledge of finite element analysis (FEA) techniques
  • Familiarity with material properties in the plastic deformation region
  • Basic concepts of nonlinear material behavior
NEXT STEPS
  • Research true stress-strain curve generation for steel materials
  • Learn finite element analysis (FEA) software tools, such as ANSYS or Abaqus
  • Study the effects of strain hardening on material properties
  • Investigate nonlinear material modeling techniques in FEA
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Mechanical engineers, materials scientists, and anyone involved in structural analysis or design of bent steel components.

chandran
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i have a circular tube of diameter 20mm,thickness 1mm and length 500 metres

i bend the tube into a radius of 50mm. obviously the tube has entered the plastic stage. But what would have happened to the material properties.

hOW CAN I CALCULATE THE CHANGE IN MATERIAL PROPERTIES. THE MATERIAL
OF THE TUBE IS STEEL
 
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Account for the nonlinearities, both types, which were discussed in that other thread. As additional material property information you will need some form of a true stress-strain curve for the tube material in order to accurately compute what is going on in the plastic region. I'd suggest doing a simple FE - analysis of the bending and extracting the amount of strain hardening from the results.
 

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