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Underwater Robots - Gianluca Antonelli.pdf

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10. Concluding Remarks<br />

“Cheshire-cat —Alice began— would you tell me, please, which way Iought<br />

to go from here?”. “That depends agood deal on where you want to get to”,<br />

said the cheshire-cat.<br />

Lewis Carroll, “Alice’s adventures in wonderland”.<br />

The underwater environment ishostile, the communication is difficult<br />

and external disturbances can strongly affect the dynamics of the system<br />

involved in the mission. Moreover, the sensing devices are not fully reliable<br />

in the underwater environment. This is particularly true for the positioning<br />

sensors. The vehicle actuating systems, usually composed of thrusters, is<br />

highly nonlinear and subject tolimit cycles. Some very simple operations for<br />

aground robotic system, such as to hold its position can become difficult for<br />

UVMSs. This difficulty dramatically increases for complex missions.<br />

Moreover, also ifone wants toneglect the technical difficulties and focus<br />

on the mathematical model he deals with characteristics difficult tohandle.<br />

The equations of motion are coupled and nonlinear; the hydrodynamic effects<br />

are not completely known leading to the practical impossibility toidentify<br />

the dynamic parameters. Together with the complexity ofthe mathematical<br />

model this is aserious obstacle versus the implementation of model-based<br />

control laws.<br />

In this framework, the control of the UVMS must be robust ,inawide<br />

sense, reliable and of simple implementation. With this in mind the techniques<br />

for motion and force control ofUVMSs needs to be developed.<br />

The kinematic control approach is important for accomplishing anautonomous<br />

robotic mission. Differently from industrial robotics, whereanoff-line<br />

trajectory planning is apossible approach, in case of unknown, unstructured<br />

environment, the trajectory has tobebegenerated in real-time. The possible<br />

occurrence of kinematic singularities, thus, is not avoided with a task space<br />

control law. Moreover, UVMSs are usually redundant with respect to the given<br />

task; akinematic control approach, thus, can exploit such aredundancy.<br />

The motion control of UVMSs must deal with the strong constraints discussed<br />

along the book. In this work, different approaches were discussed.<br />

Control ofanunderwater robotic system can not be reduced at the sole<br />

translation of similar approaches designed for ground-fixed manipulator; as<br />

an example,itisinterestingtostress the results achieved in Chapter 3: certain<br />

G. <strong>Antonelli</strong>: <strong>Underwater</strong> <strong>Robots</strong>, 2nd Edition, STAR 2, pp. 237–238, 2006.<br />

© Springer-Verlag Berlin Heidelberg 2006

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