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Residual Stress Analysis by Diffraction using High-Energy Synchrotron Radiation By , Aniket Suresh Waghchaure. Michigan Tech University,Houghton.
What is Residual Stress? ,[object Object]
Residual Stresses are that remain after the  original cause of the stresses (external forces heat gradient) has been removed.
Residual stresses occur for a variety of reasons, including inelastic deformations and heat treatment.
Heat from welding may cause localized expansion, which is taken up during welding by either the molten metal or the placement of parts being welded.
When the finished weldment cools, some areas cool and contract more than others, leaving residual stresses.,[object Object]
Different types of residual stresses.  Figure 1  [1]
Why Residual Stress Analysis? ,[object Object],          by the intelligent use of residual stress. ,[object Object],          propagation and stress corrosion of materials whereas tensile residual stress             decreases their performance capacity. ,[object Object],         fracture, fatigue stress and fatigue fracture. ,[object Object],         loading depends on residual stress state.
Residual stress measurement techniques  Non Destructive Methods Residual stresses  Destructive Methods Neutron  or Synchroton diffraction X ray Diffraction Ultrasonics Magnetic waves Hole Drilling Method Curvature Method
 Basic Principle Of High Energy Synchrotron Diffraction Fig 2.0 Experimental setup at the high Energy beam line ID 15A at the ESRV,Grenoble,France. [2]
Gauge volume and Scanning of the sample  Figure 3  [2] Figure 4  [2]
Gauge volume is given by the intersection of the incoming and the diffracted beam  Formulae's: d hkl   = Where,  dhkl - lattice spacing with hkl denoting Miller’s indexes,  θ -Bragg angle , h -Planck’s constant, c -velocity of light.   =   and  are the diffraction elastic constants (DEC).
Gage Volume Dependence Figure 5 [2] Figure 6  [2]
Applications: I]  Composites (C/SiC-composite): ,[object Object]
The aim of the HESD analysis was to determine the residual stresses parallel and perpendicular to the fibers within a layer in the bulk of the sample
The penetration depth and the resolution required for experiment cannot be achieved using X-ray or neutron diffraction but can be by employing HESD                         Figure 7 Residual stresses parallel and perpendicular to                                         the C fibers in the Sic matrix of a C/Sic-composite. [2]
[object Object], a) It was observed by W. reimers, that in the perpendicular direction to the fiber axis, the thermal mismatch is lower and thus the matrix residual stresses become zero in this direction.  b) The average residual stress (Gage volume A) for the two combinations of reflections (6H 110 and 3C 220 resp. 6H 116 and 3C 311) was found to be -30 +/- 40 MPa, while in gage volume B the residual stress in the SiC matrix parallel to the fibers was observed to be 230 +/- 80 MPa.
II] Thermal Barrier Coating :  ,[object Object],Figure 9 Figure 10
Recent Research    Recent research done by  ‘Pedro Fernandez’  that hydrostatic M-RS (microscopic residual stress)has following objectives ,[object Object]

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Residual Stress Analysis By High Energy Synchrotron Radiation.Ppt

  • 1. Residual Stress Analysis by Diffraction using High-Energy Synchrotron Radiation By , Aniket Suresh Waghchaure. Michigan Tech University,Houghton.
  • 2.
  • 3. Residual Stresses are that remain after the original cause of the stresses (external forces heat gradient) has been removed.
  • 4. Residual stresses occur for a variety of reasons, including inelastic deformations and heat treatment.
  • 5. Heat from welding may cause localized expansion, which is taken up during welding by either the molten metal or the placement of parts being welded.
  • 6.
  • 7. Different types of residual stresses. Figure 1 [1]
  • 8.
  • 9. Residual stress measurement techniques Non Destructive Methods Residual stresses Destructive Methods Neutron or Synchroton diffraction X ray Diffraction Ultrasonics Magnetic waves Hole Drilling Method Curvature Method
  • 10. Basic Principle Of High Energy Synchrotron Diffraction Fig 2.0 Experimental setup at the high Energy beam line ID 15A at the ESRV,Grenoble,France. [2]
  • 11. Gauge volume and Scanning of the sample Figure 3 [2] Figure 4 [2]
  • 12. Gauge volume is given by the intersection of the incoming and the diffracted beam Formulae's: d hkl = Where, dhkl - lattice spacing with hkl denoting Miller’s indexes, θ -Bragg angle , h -Planck’s constant, c -velocity of light. = and are the diffraction elastic constants (DEC).
  • 13. Gage Volume Dependence Figure 5 [2] Figure 6 [2]
  • 14.
  • 15. The aim of the HESD analysis was to determine the residual stresses parallel and perpendicular to the fibers within a layer in the bulk of the sample
  • 16. The penetration depth and the resolution required for experiment cannot be achieved using X-ray or neutron diffraction but can be by employing HESD Figure 7 Residual stresses parallel and perpendicular to the C fibers in the Sic matrix of a C/Sic-composite. [2]
  • 17.
  • 18.
  • 19.
  • 20. The evaluation of the reinforcing particles effect (15 vol.% of Al2O3) on the RS evolution.
  • 21.
  • 22.
  • 23.
  • 24.