A　general　WGHZ　state　is　given,　different　entanglement　W　states　are　deduced　by　means　of　the　general　WGHZ　state,　different　disentanglement　conditions　are　obtained.　When　taking　different　complex　coefficients　of　the　general　WGHZ　state　as　zero,　there　are　different　disentanglements,　and　different　W　states　and　different　Bell　basic　vectors　are　achieved.　The　above　disentanglement　results　agree　with　the　results　obtained　from　the　usual　disentanglement　condition　of　decomposable　property　of　density　matrices.　By　constructing　a　5　X　5　diagonal　projection　transformation　matrix,　the　problem　of　the　recovery　of　state　distortion　is　salved　when　using　general　entanglement　channels　and　not　introducing　an　accessorial　state,　and　the　diagonal　projection　transformation　matrix　U(M)　is　different　to　that　of　the　other　references　and　is　a　direct　transformion　matrix.　Furthermore,　the　problem　of　probabilistic　teleportation　of　a　general　WGHZ　state　is　solved　without　introducing　an　accessorial　state　using　the　general　entanglement　channels.　The　diagonal　projection　transformation　matrix　method　developed　in　this　paper　may　be　directly　generalized　to　probabilistic　teleportation　of　general　entanglement　states.