The　global　analysis　method　for　slope　stability　with　no　convergence　problem　of　the　rigorous　slice　methods　is　one　of　the　rigorous　limit　equilibrium　methods.　It　can　also　be　easily　extended　to　the　three-dimensional　rigorous　limit　equilibrium　method.　However,　the　reason　why　the　global　analysis　has　not　been　in　the　team　of　those　mainstream　limit　equilibrium　methods　probably　is　that　the　global　analysis　is　unable　to　produce　statically　admissible　force　systems　like　the　Morgenstern-Price　method.　For　two-dimensional　problems,　this　study　proposes　polygonal　line　and　Fourier　line　style　of　stress　correction　with　two　parameters,　respectively,　both　of　which　satisfy　the　natural　decomposition　and　endpoint　conditions　of　the　normal　stress　on　the　slip　surface.　Through　the　analysis　of　typical　slope　cases,　it　shows　that　the　global　analysis　is　far　superior　to　the　classical　slice　methods　represented　by　the　Morgenstern-Price　method,　in　terms　of　its　ability　to　generate　statically　allowable　force　systems.　Therefore,　it　is　recommended　to　prioritize　the　global　method　in　the　stability　analysis　of　slopes.　©　2024　Beijing　University　of　Technology.　All　rights　reserved.