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Compensation of residual stress in welds using phase transformation.

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Presentation on theme: "Compensation of residual stress in welds using phase transformation."— Presentation transcript:

1 Compensation of residual stress in welds using phase transformation

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3 How to reduce residual stress Temperature Stress +ve -ve 0 Reduce transformation temperature

4 Why martensite? To achieve minimum transformation temperature. Martensite transformation causes deformation. Under stress plates are aligned in favoured direction.

5 Alloy Design

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7 Neural net analysis

8 Residual stress measurements using neutron diffraction Real time phase transformations using synchrotron X-rays Scanning electron microscopy Electron backscattered diffraction Final chemistry

9 Synchrotron Study

10 Synchrotron study Effect of external stress on transformation temperature and kinetics. Variant selection during martensite transformation. Nature of stress in various phases.

11 Synchrotron results

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13 Crystallography Model

14 (a) BAIN STRAIN (c) Body-centered tetragonal austenite (d) Body-centered cubic martensite a a a 1 2 3 b 3 b 1 b 2 (b)

15 [100] [001] o a a' b b' o b a,a' (a) (b) (F B F) (F J F) (F S F)=(F B F) (F J F)

16 Austenite (a) w x y z Twinned Martensite Twin Boundary Correct macroscopic shape, correct structure x w z y z Slipped Martensite LATTICE -INVARIANT DEFORMATION x w y Observed shape, wrong structure P (b) w x z y 1 (F P F) RB (c) x wz y P 2 Martensite (wrong shape) (F J F) (F S F)=(F P F)(F J F)

17 [u v w] = (  J  ) [1 0 0] 24 variants of martensite (  J  ) Coordinate transformation matrix

18 Single crystal of austenite, poles of martensite 100  010 

19 Poly crystal 11 22 Relationship between two grains: (  1 J  2 ) [u v w]= (  1 J  2 )[1 0 0]

20 Future work Construction of pole figure in polycrystalline material Effect of stress on the pole figures

21 Thank you …


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