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BULETINUL INSTITUTULUI POLITEHNIC DIN IAŞI - Universitatea ...

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212 Teodor Milos et al<br />

5. Conclusions<br />

1. This study put highlights how the economic fact of a technical problem<br />

can be optimized using mathematic-informatics structure type graph.<br />

2. Mathematical model is easily programmable in an evolved language,<br />

obtaining immediate results. The only problem is populating the matrix attached<br />

graph.<br />

3. Bellman-Kalaba algorithm was originally designed for the economy, but<br />

the adaptation was possible because the optimal path the economy is a virtual<br />

way and here is a real way.<br />

Acknowledgements. The present work has been supported by the Romanian<br />

Government – Ministry of Education, Research and Innovation, The National Centre<br />

for Programs Management (CNMP) through, CNMP project no. 21-036/2007 and<br />

CNMP project no. 21-41/2007.<br />

Received:<br />

R E F E R E N C E S<br />

1” Politehnica” University of Timisoara,<br />

Department of Hydraulic Machinery<br />

Timisoara, Romania,<br />

e-mail: teodor.milos@gmail.com<br />

1. Alexandrescu, A. Concerning optimization’s working of the pumping station<br />

for water feedings, 18 th International Conference on Hydraulics and Pneumatics,<br />

Prague, Czech Rep., Sbornik, ISBN 80-02-01567-3, 2003, pp. 263-268.<br />

2. A n t o n L. E., B a y a A., M i l o s T., R e s i g a R., Experimental Fluid<br />

Mechanics, Vol. 1, Ed. Academic Horizons, Timisoara, Romania, ISBN 973-<br />

8391-72-5, 2002.<br />

3. B e l l m a n , R.; K a l a b a , R. Dynamic Programming and Modern Control<br />

Theory, McGraw-Hill, New York, 1965.<br />

4. Nayyar M.L. Piping Handbook, 7 th Edition, McGraw–Hill, ISBN: 978-0-07-<br />

047106-1, New York, San Francisco, Tokyo, Toronto, 2000.<br />

5. Sârbu, I. Energetically Optimization of Water Distribution Systems, Ed.<br />

Academiei, ISBN: 973-27-0575-2, Bucuresti, Romania, 1996.

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