Strong grain size effect on tensile behavior of the body-centered-cubic Ti–30Zr–5Mo alloy with stress-induced α′ martensitic transformation.

In this study the grain size effect on mechanical properties of a body-centered-cubic Ti–30Zr–5Mo alloy was investigated. Double yielding behavior in the stress-strain curves and four-stage behavior in the strain hardening rate curves can be seen in all Ti–30Zr–5Mo materials with different average grain sizes ranging from 6 to 475 μm, which is attributed to the occurrence of the stress-induced α′ transformation. The static Hall-Petch coefficient (k) for phase transformation was calculated to establish the relationship between grain size and trigger stress of the various materials. With the increase of strain, the hindrance of αʹ/β grain boundaries and αʹ/αʹ grain boundaries to dislocations gradually replaced β/β grain boundaries, thus the work hardening ability and k value changed. β grains were segmented by α′ martensite, resulting in a dynamic Hall‒Petch effect. Combined with a large stress field in the fine-grained materials with an average grain size of 6 μm, the highest work hardening rate with a value of 13 GPa was obtained. As the β grain size increased, the ultimate strength gradually decreased, while both trigger stress of the stress-induced αʹ transformation and elongation fluctuated. The trigger stress can be adjusted between 211 and 464 MPa by controlling the grain size. The grain size has little effect on the amount of the stress-induced αʹ phase. With a high trigger stress of 464 MPa in the material with the finest grains, the excellent ductility of 21% is obtained. The best comprehensive mechanical properties with a strength-ductility index value of 252 MPa is obtained in the material with an average grain size of 113 μm. • The grains in BCC allys can be refined via stress-induced phase transformation and its reverse transformation. • The grains are refined to 6 μm in metastable Ti-30Zr-5Mo alloy without severe plastic deformation. • The grain size has little effect on the amount of the stress-induced α′ phase. • The trigger stress can be adjusted between 211 and 464 MPa by controlling the grain size. • With a high trigger stress of 464 MPa in the material with the finest grains, the excellent ductility of 21% is obtained. [ABSTRACT FROM AUTHOR]