Zr and Zr alloys are of great importance in aerospace. Military, nuclear and chemicalindustries because of low thermal neutron absorption and density, small expansioncoefficient, adequate strength and ductility, excellent anti-irradiation and corrosionresistance. Now, the tensile strength of main Zr-based alloys, such as Zr-2, Zr-4, Zr-2.5Nband so on, can not meet the strength requirement of structural material in plenty domains.In this dissertation, the objects of research were47Zr-45Ti-5Al-3V alloy, with an aim ofinvestigating the microstructure evolution and mechanical properties of them. Simul-taneously, the kinetics of β→α precipitation was studied.The results showed that the alloy was composed of single β phase after solutiontreatment at850/1050oC, and occurred the transformation of β→α phase during agingprocess. The shape of α phase was acicular. At the same aging temperature, the amount ofα phase gradually increased with increasing the aging time. With increasing the agingtemperature, the amount of α phase decreased and the size of α phase increased in thethickness and the length. The amount of α phase at the equilibrium state decreased too.The effect of aging temperature on the mechanical properties of47Zr-45Ti-5Al-3Valloy was investigated after solution treatment at850and1050oC. At the same agingtemperature, the hardness value of alloy firstly increased to a peak value, and thendecreased with increasing aging time for the samples solution-treated at850and1050oC.The hardness peak decreased with increasing aging temperature.The weight percentages of α phase were determined by the method given above, andthe kinetics of α phase precipitation was investigated. The results showed that, therelationship between the weight percentage of α phase and annealing time follows theAvrami equation. The solution temperature has a little effect on the time exponent (n), butthe rate constant of α phase (k) decreased with the solution temperature decreasing. Thevalue of n increased, whereas the value of k decreased with increasing the agingtemperature. The relationship between t0.5(the time that the weight percentages of α phaseachieved one half) and the aging temperature follows Arrhenius equation, the apparentactivation energy of α phase precipitation increased with decreasing the solutiontemperature. |