The steady-state creep behavior of four nickel-rich Ni-W solid solutions (1, 2, 4, and 6 wt pct W) was investigated in the temperature range 850° to 1050°C. Constant stress tensile creep tests were performed in vacuum in the stress range 3000 to 7000 psi. Activation energies for creep were observed to be 71.4 ± 2.0, 74.4 ± 3.0, and 75.8 ±2.0 kcal per mole, after correcting temperature dependence of the elastic modulus, for alloys containing 2,4, and 6 pct W respectively. These values closely approximate the activation energies for the weighted diffusion coefficient, $$\bar D$$ =DNiDW/(XWDNi) whereX Ni andX w are the atom fractions of nickel and tungsten respectively, andD Ni andD w are the diffusion coefficients of nickel and tungsten in the alloy. The steady-state creep rates exhibit a power law stress dependence with an exponent,n, equal to 4.8 ±0.2 for all of the alloys studied. For tests conducted at temperatures and stresses such that both the diffusivity, $$\bar D$$ , and the ratio of the applied stress to the elastic modulus, σ/E, are. held constant, the steady-state creep rate, $$\dot \varepsilon _\mathcal{S} $$ , was found to vary with the stacking fault energy, γ, according to the empirical relation $$\dot \varepsilon _\mathcal{S} $$ ∼ γ4 2±4 over the range of creep rates studied.
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