The use of a failure assessment diagram, of the type in the R6 defect assessment procedure, is investigated for creep crack growth under steady loading. While a detailed approach based on C* remains attractive for appreciable creep crack growth, it is shown that a simplified approach can be formulated for limited crack extension. A failure assessment diagram is derived based on the option 2 curve of R 6 using isochronous stress-strain data. The inclusion of elastic strains in the isochronous data covers stress redistribution effects.Equations are given which enable a toughness, K,,,, for assessments at temperatures in the creep range to be evaluated from creep crack incubation and growth data presented in terms of C*. The toughness, K,,, replaces the fracture toughness used in low temperature R6 assessments. Thermal stresses can be included in assessments by evaluating the stress intensity factor for the combined thermal and mechanical loading. A formula is given which enables the effect of thermal stresses to be reduced when creep strains are sufficient to relax out part or all of the thermal stress. NOMENCLATURE a = crack size a, = initial crack size a = crack growth rate A = constant in creep crack growth law of eq (23) B = constant in eqn (18) C, = transient creep characterizing parameter D = constant in creep law of eq (51) E = Young's modulus E' = E in plane stress, E/(I -v z ) in plane strain f = failure assessment curve h = function in eqns (40,41) J = characterizing parameter for elastic-plastic fracture K = elastic stress intensity factor K, = R 6 parameter defined by eqn (1) L, = R6 parameter defined by eqn (2) L v = limiting value of the L, parameter rn = time index in primary creep law n = stress index in creep law of eqn (51) P = load q = constant in creep crack growth law of eqn (23) t = time ti = initiation time before crack growth starts c(r) = creep characterizing parameter C* = steady state creep characterizing parameter fi ,f2,f, = various forms off K,, = material toughness value KM , KT = values of K for mechanical, thermal loading PL = limit load value of P tcD = continuum damage failure time t,(a) = rupture time 1091 1092 R. A. AINSWORTH r, = redistribution time prior to steady state creep Ji = initiation crack opening displacement Aa = increment of crack growth c. ' = creep strain cC = creep strain rate c ,~ = strain at reference stress ckr = creep strain at reference stress cr = creep ductility v = Poisson's ratio 0 = Constant in incubation law of eqn (18) p = plasticity correction factor in eqn (45) u = stress 6 = flow stress u, = rupture stress o0.* = time-dependent stress to 0.2% inelastic strain from isochronous data uref = reference stress of eqn (4) uy = yield stress z = non-dimensional time of eqns (37,46)