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RRFM 2009 Transactions - European Nuclear Society

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To estimate the axial relative bun up for each centimetre of the FE, the constant<br />

conversion factor has been calculated. In our case, this factor was different for each<br />

measured fuel elements. This conversion factor provides the relation between activity and<br />

BU for TRIGA fuel element. Both measured Cs-137 and implied (predicted) burn up axial<br />

distribution for FE: 2196 have been shown in the figure 6. Two slight peaks at the top and<br />

bottom end of each fuel meat indicate two axial graphite reflectors i.e. upper and lower<br />

reflector as shown in figure 1.<br />

Fig 6: The measured Cs-137 and implied axial burn up distribution of FE 2196<br />

Conclusions<br />

ORIGEN2.2 software has been applied to TRIGA reactors for average fuel burn up using<br />

PWR library. Employing the Cs-137 axial distribution, the axial burn up of same fuel element<br />

has been predicted for each scanned segment of fuel element. The high resolution gamma<br />

spectroscopy technology that has been developed is versatile measuring method. It provides<br />

rapid information about several processes taking place in the fuel meat with the possibility of<br />

feedback to operators.<br />

References<br />

[1] M. Ravnik, M. Strebl, H. Böck and I. Mele “ Determination of the burn-up of TRIGA<br />

fuel element by calculation and reactivity experiments” Carl Hanser, München 1992.<br />

[2] Matsson and B. Grapengiessew “Developments in Gamma Scanning of Irradiated<br />

<strong>Nuclear</strong> Fuel” Pergamon journal 1997.<br />

[3] Monte Carlo Team, “MCNP – A General Monte Carlo N-Particle Transport Code,<br />

Version 5”, LA-UR-03-1987, Los Alamos National Laboratory, April 24, 2003.<br />

[4] S. Ludwig, “Revision to ORIGEN2 – Version 2.2,” Oak Ridge National Laboratory,<br />

May 23, 2002.<br />

[5] Tien-Ko Wanga, Jinn-Jer Peir “An iterative approach for TRIGA fuel burn-up<br />

determination using nondestructive gamma-ray spectrometry”, Applied Radiation and<br />

Isotopes 52 (2000) 105±118.<br />

[6] Log books of TRIGA Mark II, Vienna, Austria<br />

[7] A. Persic, M. Ravnik, S. Slavic, T.Zager “ TRIGLAV A Program package for Research<br />

Reactor Calculations”, IJS-DP 7862, ver. 1, March 2000.<br />

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