13.07.2015 Views

On Relative Positioning of Vessels

On Relative Positioning of Vessels

On Relative Positioning of Vessels

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WORLD CLASS – through people, technology and dedication© KONGSBERG1


<strong>On</strong> relative positioning <strong>of</strong> vesselsTheoryPractical implementationReference systemsbyNils Albert JenssenKongsberg Maritime, Norway© KONGSBERG2


<strong>Relative</strong> <strong>Positioning</strong>ApplicationsFree floating vessels• ROV following• Loading/ <strong>of</strong>floading PlatformSupply <strong>Vessels</strong>• Shuttle tanker loading• Accommodation vessels<strong>Vessels</strong> connected• Heavy lifting© KONGSBERG3


Heavy liftingLoad50002• Oscillations due to interconnectionbetween bodies40001– Too large DP bandwidthHookLoad SB [t]3000200010000Position0-1-2-3Surg e p osition deviation [m ](In fact must be almost zero)– <strong>Relative</strong> position measurements donot help– Special severe when lifting toSPAR buoy-1000-4-2000-523:15 23:20 23:25 23:30 23:35 23:40 23:45Time• Very different from free floatingbodies© KONGSBERG4


<strong>Relative</strong> <strong>Positioning</strong>Control theory aspect• Control problemThrustAbsolutepositionPositionother vessel-H RControllerHVessel -• Standard servo problem<strong>Relative</strong> position<strong>Relative</strong>positionPositionothervessel-H RControllerHVesselAbsolute position© KONGSBERG5


Reference TrackingPhase (deg) Magnitude (dB)100-10-20-300-45-90-135Bode Diagram<strong>Relative</strong>measurements onlyBadcombination• Result:– Bad response– Possible instability-18010 -4 10 -3 10 -2 10 -1 10 0Frequency (rad/sec)© KONGSBERG6


Control theory aspect• Classical servo problem– Feedback loop– Feed forwardH FFeed forwardPositionothervessel-H RFeedback+Absolute positionHVessel© KONGSBERG7


Feed forward• “Optimal” feed forward– Invert vessel dynamicsKH ( s)=s(1+ Ts)– Frequency independentresponse• No relative speed / accelerationmeasurements available• Differentiate relative position– Speed– Acceleration• Not FeasibleP hase (d eg) M agni t ude (d10050B ) 0-50-100180900-90-180Feed forwardBode Diagram10 -3 10 -2 10 -1Frequency (rad/sec)Vessel© KONGSBERG8


A practical solutionHysteresisSetpointgeneratorAccelerationAccelerationfeed forwardSpeedfeed forwardNecessaryfeedbacks/feedforwardsprovidedsynthetically<strong>Relative</strong>positionSpeed-Speedfeedback+VesselPosition<strong>Relative</strong> positionoutside boundary↓Trig a moveCalculatetrajectory &feed forward-PositionfeedbackRun trajectoryPositionSpeed© KONGSBERG9


The Follow Target Mode• Reaction Circle– Operator defined circle within which thetarget can move without causing the vesselto follow– When target at edge <strong>of</strong> reaction circle,position setpoint is updated automatically torestore the vessel position relative to thetarget– Reaction circle is redrawn around the newposition <strong>of</strong> the target• Multi targets– Follow target position– Follow target headingTarget© KONGSBERG10


Operational safety issues• Need good absolute referencesystems– Takes care <strong>of</strong> the stability <strong>of</strong> theDP control• Need good relative referencesystems– Takes care <strong>of</strong> correct distance totarget• No good idea to mix relative andabsolute reference systems– <strong>Relative</strong> systems may “throughout” absolute or vice versa• What happens if all absolutereference systems are out <strong>of</strong>service?– Make relative measurementsabsolute!• Anything to do with the control?Phase (deg) Magnitude (dB)100-10-20-300-45-90-135Bode Diagram-18010 -4 10 -3 10 -2 10 -1 10 0Frequency (rad/sec)© KONGSBERG11


Operational safety issues cont.• Anything to do with he control?– Parametric changes not adequate– Structural problem– DP to be tuned to cope withtypical target motions• Class 2/3 requirement– Absolute reference systemredundancy- DGPS/ DARPS , Acoustics, Taut wire– <strong>Relative</strong> reference systemredundancy- RADius, Fanbeam, DARPS, Gangway– Both types crucial for safe operation– “Counting exercise” not sufficientB ) -20-40-60P hase (d eg) M agni t ude (d2000-45-90-135-180Effect <strong>of</strong> gain levelBode Diagram10 -4 10 -3 10 -2 10 -1 10 0 10 1Frequency (rad/sec)© KONGSBERG12


Conclusions• Special control algorithms needed– Possible stability problems– Feed forward from target motion necessary• Safety <strong>of</strong> operation– Emphasis on both relative AND absolute reference systemsThank you for your attention© KONGSBERG13


WORLD CLASS – through people, technology and dedication© KONGSBERG14

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