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Underwater Robots - Gianluca Antonelli.pdf

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244 A. Mathematical models<br />

L = 2 m vehicle length<br />

m = 1050 kg vehicle weight<br />

r B G = [0 0 0] T m<br />

r B B = [0 0 0] T m<br />

W = 10300 N<br />

B = 7900 N<br />

I x = 66 Nms 2<br />

I y = 223 Nms 2<br />

I z = 223 Nms 2<br />

I xy = 0 Nms 2<br />

I yz = 0 Nms 2<br />

I xz = 0 Nms 2<br />

The hydrodynamic derivatives are given by:<br />

X ˙u = − 307<br />

Y ˙v = − 1025<br />

Z ˙ω = − 1537<br />

K ˙p = − 12<br />

M ˙q = − 36<br />

N ˙r = − 36<br />

The drag coefficient isgiven by C d =1. 8. All the hydrodynamic effects<br />

have been computed by assuming aregular shape for the vehicle and the link<br />

(a box and acylinder, respectively).<br />

In Tables A.3 and A.4 the mass, length, radius and inertia ofthe 3-link<br />

manipulator carried bythe vehicle are reported.<br />

Table A.3. mass [kg], length [m] and radius [m] of the 9-DOF UVMS<br />

mass length radius<br />

link 1 33 1 0.1<br />

link 2 19 1 0.08<br />

link 3 12 1 0.07

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