Since numerical analyses under elevated temperature usually depend on a constitutive equation of creep, it is necessary to derive a high-precision equation. Creep properties on deformation can be normally obtained using constant load creep machines, but constant stress creep tests are more suitable to acquire high-precision creep data. Conventional uniaxial creep specimens have ridges attached on both sides of gauge length. However, even if the constant stress creep testing machines are used, these ridges prevent area reduction around them, and cause unequal deformation in the gauge part. Authors have proposed cutting slits into the ridge to release the specimen from the circumferential constraint by extensometer ridges. In this study, taking into account a realistic analytic condition, the authors carried out elastic-plastic creep Finite Element (FE) analyses to investigate the performance of uniform deformation. Subsequently, a series of interrupted constant stress creep, tests using SUS304 steel were conducted to examine the effect of introducing slits. The analytical and the experimental results showed that the introduction of these slits into the ridges would affect the deformation during creep, but not improve the uniformity of deformation along the gauge part.