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observed that the precision of the method becomes poor when the number of protons pulses per block<br />

increased.<br />

Also we have also showed in this paper that both, theoretical and simulated results for the<br />

amplitude of the CPSD i.e. Φ<br />

12<br />

( w)<br />

in decibels versus frequency agree pretty well. This prediction is<br />

very good in spite of the complexity of the simulation results. This fact tells us that the physical bases<br />

of the theoretical results are well established.<br />

REFERENCES<br />

[1] J.L. Muñoz-Cobos, R. Perez, T. Valentine, Y. Rugama, J. Mihalczo, A Stochastic Transport<br />

Theory of Neutron Photon Coupled Fields: Neutron and Photon Counting Statistics in <strong>Nuclear</strong><br />

Assemblies, (2000), Annals of <strong>Nuclear</strong> <strong>Energy</strong> 27 1087-1114, (2000).<br />

[2] C. Rubia, J.A. Rubio, S. Bruno, F. Carminati, N. Fietier, J. Galvez, C. Geles, Y. Kadi,<br />

R. Klapisch, P. Mandrillon, J.P. Reval, Ch. Roche, Conceptual Design of a Fast Neutron<br />

Operated High Power <strong>Energy</strong> Amplifier, CERN/AT/95-44(ET), (1995).<br />

[3] J.L. Muñoz-Cobos, R. Perez, G. Verdu, Neutron Stochastic Transport Theory, (1987), <strong>Nuclear</strong><br />

Science and Engineering, Vol. 95, p. 83-105, (1987).<br />

[4] G. Verdu, J.L. Muñoz-Cobos, J.T. Mihalczo, W.T. King, Trans. Am. Nucl., Soc.,42, 452 (1984).<br />

[5] T. Valentine, Y. Rugama, J.L. Muñoz-Cobos, R. Perez, Coupling MCNP-DSP and LAHET<br />

Monte Carlo Codes for Design Sub-critical Monitors for Accelerator Driven System (2000).<br />

Proceedings of MC2000 (Monte Carlo 2000, Lisbon), in press.<br />

[6] R.E. Uhrig, Random Noise Techniques in <strong>Nuclear</strong> Systems, Ronald Press, New York, (1970).<br />

[7] Y. Rugama, J.L. Muñoz-Cobos, T. Valentine, Noise Method for Monitoring the Sub-criticality<br />

in Accelerator Driven Systems, Proceedings MC 2000 (Monte Carlo 2000, Lisbon), in press.<br />

839

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