Understanding　the　notch　tip　field　of　sharp　V-notch　under　creeping　conditions　is　a　serious　concern　and　a　prerequisite　to　evaluate　the　fracture　and　fatigue　issues　for　notched　components　bearing　creeping　loading.　In　this　paper,　the　plane　stress　sharp　V-notch　tip　field　is　studied　by　asymptotic　analysis.　The　eigenvalues　such　as　singularity　and　angular　distribution　functions　are　presented　and　discussed　through　the　asymptotic　solution.　By　comparing　the　asymptotic　solution　with　the　finite　element　solution,　the　asymptotic　solution　shows　good　agreement.　Compared　with　the　plane　strain　asymptotic　solution　for　sharp　V-notch　tip,　the　plane　stress　asymptotic　solution　with　the　leading　term　may　be　sufficient　to　characterize　the　notch　tip　stress　field.　The　difference　between　plane　stress　asymptotic　solution　and　plane　strain　asymptotic　solution　is　also　discussed.　The　solution　given　in　this　paper　could　provide　a　theoretical　foundation　for　the　evaluation　of　plane　stress　sharp　V-notch　tip　field　under　creep　conditions.