We　delve　a　little　deeper　into　the　construction　of　shortcuts　to　adiabatic　passage　for　three-level　systems　by　iterative　interaction　picture　(multiple　Schrodinger　dynamics).　As　an　application　example,　we　use　the　deduced　iterative　based　shortcuts　to　rapidly　generate　the　Greenberger-Horne-Zeilinger　(GHZ)　state　in　a　three-atom　system　with　the　help　of　quantum　Zeno　dynamics.　Numerical　simulation　shows　the　dynamics　designed　by　the　iterative　picture　method　is　physically　feasible　and　the　shortcut　scheme　performs　much　better　than　that　using　the　conventional　adiabatic　passage　techniques.　Also,　the　influences　of　various　decoherence　processes　are　discussed　by　numerical　simulation　and　the　results　prove　that　the　scheme　is　fast　and　robust　against　decoherence　and　operational　imperfection.