Prediction of density of stainless steel

The change of the density of stainless steel with phase at temperature rang e from 773 K to 1973 K has been studied by a sessile drop profile method. M easurement of the density by a sessile drop profile method has to be carrie d out under heating conditions to avoid the influence both of undercooling and the shrinkage within the sample during solidification. Accuracy of expe rimental results was evaluated in comparison with previous studies for pure iron. The density of stainless steel was dependent on the phase but not ch romium and nickel contents. Equations for prediction of the density in L. d elta and gamma phase regions were determined using the experimental results of rho (L) = -7.20 x 10(-4) DeltaT(L) + 7.04 rho (delta) = 2.87 x 10(-4) DeltaT(delta) + 7.27 rho (gamma) = 4.40 x 10(-4) DeltaT(gamma) + 7.43 18 mass% less than or equal to Cr less than or equal to 25 mass%. 4 mass% l ess than or equal to Ni less than or equal to 25 mass%, 773 K less than or equal to T less than or equal to 1973 K The density of delta and gamma coexisting phase (delta + gamma) is then pre dicted from the following equation. rho ((delta + gamma)) = rho (delta) . f(delta) + rho (gamma) . f(gamma) 18 mass% less than or equal to Cr less than or equal to 25 mass%, 4 mass% l ess than or equal to Ni less than or equal to 25 mass%, 773K less than or e qual to T less than or equal to 1973 K These estimated values are in good agreement with experimental results.