A B S T R A C T In this study, the fatigue strength of inclined butt welds subjected to a proportional multiaxial stress state generated by uniaxial loading is studied in nominal and local stress concepts. The local methodologies studied included principal stress hypothesis, von Mises stress hypothesis and modified Wöhler curve method. Nominal methodologies included modified Gough-Pollard interaction equation, the design equation in Eurocode3 and the interaction equation in DNV standard. Results are evaluated along with data published in relevant literature. It is observed that both local and nominal stress assessment methods are able to estimate multiaxial fatigue strength. No obvious difference in fatigue strength is observed in the nominal stress concept, but the notch stress concept is able to capture a decrease in fatigue strength in shear-dominated joints. It is concluded that modified Wöhler curve method is a suitable tool for the evaluation of fatigue strength in joints dominated by both normal and shear stresses.Keywords fatigue strength; multiaxial stress ratio; multiaxial stress state; welded joints; weld inclination.N O M E N C L A T U R E FAT 95% = Fatigue strength corresponding to 2 × 10 6 cycles at failure with a survival probability of 95% and a confidence level of 75% FAT 50% = Fatigue strength corresponding to 2 × 10 6 cycles at failure with a survival probability of 50% and a confidence level of 75% E s = Elongation specified E = Young's modulus NA = Not applicable N f = Number of cycles to failure R = Stress ratio R y = Ratio of minimum yield to ultimate tensile strength of the material CV = Comparison value dependent on type of loading and material T = Triaxiality F = Applied load A = Weld throat area a = Weld throat size l = Weld length L = Length of flat plates t = Thickness of plates w = Specimen width w = Damage state variable f wd = Weld metal ultimate tensile strength k = Slope of SN curve k o = Slope of design SN curve Correspondence: M. Khurshid.