Description: When high-end simulation synovial synovium becomes applied to nonlinear control, as well as a drawing program, a stronger constraint on state
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10.高阶滑模
...........\1.传统二阶滑模1
...........\...............\chap2_2.mdl
...........\...............\controlplot.m
...........\...............\ctrl.m
...........\...............\plant.m
...........\...............\s图.bmp
...........\...............\控制量.bmp
...........\...............\跟总量.bmp
...........\...............\跟踪误差.bmp
...........\2.传统二阶滑模2
...........\...............\chap2_2.mdl
...........\...............\controlplot.m
...........\...............\ctrl.m
...........\...............\plant.m
...........\...............\s-ds.bmp
...........\...............\控制量.bmp
...........\...............\跟踪图.bmp
...........\...............\跟踪误差.bmp
...........\3.相对阶1螺旋算法
...........\.................\chap2_2.mdl
...........\.................\controlplot.m
...........\.................\ctrl.m
...........\.................\plant.m
...........\.................\控制量.bmp
...........\.................\螺旋图.bmp
...........\.................\跟踪图.bmp
...........\.................\跟踪误差.bmp
...........\4.相对阶2螺旋算法
...........\.................\chap2_2.mdl
...........\.................\controlplot.m
...........\.................\ctrl.m
...........\.................\plant.m
...........\.................\控制量.bmp
...........\.................\螺旋图.bmp
...........\.................\跟踪图.bmp
...........\.................\跟踪误差.bmp
...........\5.相对阶1超螺旋算法
...........\...................\chap2_2.mdl
...........\...................\controlplot.m
...........\...................\ctrl.m
...........\...................\plant.m
...........\...................\控制量.bmp
...........\...................\螺旋图.bmp
...........\...................\跟踪图.bmp
...........\...................\跟踪误差.bmp
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