spacer gif spacer gif spacer gif spacer gif spacer gif
 QUICK SEARCH:   [advanced]


spacer gif
     Home     Help     Feedback     Subscriptions     Archive     Search     Table of Contents    

Right arrow Help viewing high resolution images
Right arrow Return to article

(Downloading may take up to 30 seconds.
If the slide opens in your browser, select File -> Save As to save it.)

Click on image to view larger version.


Figure 13


Fig. A1. Coordinate systems used to describe the undulating centreline. The description by prescribed curvature {kappa}s(s,t) is transformed to a description as xs'(s,t) and ys'(s,t) in the system (0',x',y') where the center of mass of the deforming body remains in (x',y')=0 and the total rotational impulse of the deforming body is 0. The fluid-body interaction is computed in the inertial system (0,x,y,z) reducing the forces and torque of the fluid to the center of mass and moving the local coordinate system (0',x',y') in order to satisfy the dynamic equations.





Right arrow Return to article