Metal　rubber　(MR)　is　a　kind　of　porous　and　highly　elastic　pure　metal　damping　material,　but　its　strong　nonlinear　hysteresis　characteristics　are　the　main　factors　limiting　its　engineering　applica-tion.　In　this　paper,　a　high-order　nonlinear　friction　(HNF)　model　was　proposed　for　the　first　time　according　to　the　inclination　angle　and　contact　form　of　the　spatial　distribution　of　metal　wires　in　MR.　At　the　same　time,　combined　with　nonlinear　elastic　restoring　force,　nonlinear　damping　force,　and　coulomb　hysteresis　friction　force,　a　general　hysteresis　dynamic　model　of　MR　was　constructed.　In　order　to　verify　the　accuracy　of　the　model,　three　kinds　of　MR　with　different　densities　were　prepared　and　tested.　The　results　show　that　the　HNF　hysteresis　dynamic　model　has　a　very　high　prediction　accuracy　(R2　=　0.9999)　and　a　high　signal-to-noise　ratio　(SNR　＞　700).　The　hyster-esis　curve　of　the　HNF　hysteresis　dynamic　model　was　highly　consistent　with　the　experimental　hysteresis　curve,　while　the　accuracy　and　versatility　of　the　traditional　dynamic　model　decreased　with　the　change　of　density.　It　is　because　the　HNF　term　includes　the　influence　factors　that　can　characterize　the　contact　form　of　the　metal　wire　inside　MR　and　the　material　properties.　These　influence　factors　will　be　adjusted　in　real-time　to　reduce　the　error　of　the　model　according　to　the　changes　in　the　preparation　process　parameters　or　material　properties.　Therefore,　the　HNF　hys-teresis　dynamic　model　could　effectively　demonstrate　the　nonlinear　hysteresis　characteristics　of　MR　and　had　the　adaptive　ability　to　change　process　parameters.　This　paper　provided　a　new　theoretical　model　for　the　dynamic　system　of　MR　materials　with　a　complex　network　structure.