Track–Stair Interaction Analysis and Online Tipover Prediction for a Self-Reconfigurable Tracked Mobile Robot Climbing Stairs

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  • 8/9/2019 TrackStair Interaction Analysis and Online Tipover Prediction for a Self-Reconfigurable Tracked Mobile Robot Climbing Stairs

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    Track Stair Interaction Analysis and

    Online TipoverPrediction for a Self-ReconfigurableTracked Mobile

    Robot Climbing Stairs

    NYUST ME

    Robotic Embedded Systems Lab

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    Provenance :Yugang Liu and Guangjun Liu , Senior Member,IEEE Index Terms :Stair climbing,tipover prediction,Tracked mobile robot,track stair interactions .

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    Wh y track

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    floatation and traction t h an t h e w h eeled ones- explosive ordnance disposing,

    searc h ing,rescuing,mining,logging,

    farming,eart h moving,and planetary exploring among ot h ers.

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    Traditionally, most of t h e tracked ve h icleswere designed to be bulky and h eavy to suitfor field operations on natural terrain

    As one of t h e most omnipresent artificialenvironments, stairway represents a serious

    ch allenge to robotics, w h ich h as to beaddressed for robots to operate efficiently inurban environ

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    Related Research

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    ,

    feedback system automatic h eading control

    tipover stability criteria

    (zero moment point met h od ,t h e force-angle measure ,

    and t h e supporting force criterion)

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    A real-time tipover prevention algorit h m isdeveloped for redundant non h olonomic

    mobile modular manipulators by onlineadjusting self-motions, so t h at t h e primarytask at t h e end-effector can be unaffected .

    An online tipover prediction algorit h m isproposed and t h e robot is controlled to returnback to t h e initial configuration in case of tipover instability.

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    Tipover stability is studied wit h out consideringtrack stair interactions

    In t h is paper, t h e track stair interactions,including slippage of a self-reconfigurabletracked mobile robot (SRTMR) in stair climbing

    are analyzed systematically.

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    SRTMR Planetary w h eelsDriving w h eelsFlippers

    Grousers

    Supporting w h eelsCh assis

    Tracks

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    RLMA consists of a c h assis, two tracks, twodriving w h eels, two supporting w h eels, andtwo planetary w h eels

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    Th e two driving w h eels can be controlledindependently to realize steering

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    flippers ; flippers ,pitc h motor

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    if 0 < p < , t h e flippers and t h e planetary

    wh

    eels will be raisedp = 0 p = flippers , RLMA,

    flippers -90< p

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    General Procedure for RLMA Climbing Stairs

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    Step 1: Climbing onto the stairs and setting back the flippers.

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    Step 2: Climbing onto the stairs withthe flippers in the back.

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    Step 3: Going on the nose line.

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    Step 4: Landing on the top floor.

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    Stair-Parameters Identification

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    From Fig. ,t h e trajectory of planetary w h eelcenters is an ellipse, and t h e flippers lengt h can be determined by

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    wh ere Lp (0) and Lp ( /2) can be determined

    by th

    e track length

    Lt and the wheel radius r by

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    In Fig. ,t h e incline angle of t h e track segmentbetween t h e supporting and planetary w h eels

    0 can be determined by applying t h e sine sth eorem to t h e triangle OmSP as follows:

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    Furt h ermore, t h e stair h eig h t can becalculated

    hg is the grousers height r is the radius of the wheels

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    In Fig,t h e difference between t h e incline angleof t h e stairs and t h at of t h e c h assis can bedetermined by applying sine s t h eorem toOmSP as follows:

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    Furt h ermore, t h e tread widt h can becalculated as follows:

    W ith th e stair h eig h t h and tread width bidentified, the incline angle of t h e stairs can beeasily determined as follows

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    SLIPPAGE AND TRACK STAIR

    INTERACTIVE MOTIONS

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    Th e sufficient and necessary condition fornonslipping can be given by fs (F1/N1 ) fs ,where fs is the coefficient of static friction,

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    If fs < cot s ,

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    If fs < tan s

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    Slippage and interactive motion analysis for

    th

    e first two steps