Stability of self-pressurized, natural circulation, low thermo-dynamic quality, nuclear reactors: The stability performance of the CAREM-25 reactor

Abstract The stability performance of self-pressurized, natural circulation, low-thermodynamic quality, nuclear reactors such as CAREM-25 is very different from existing conventional nuclear reactors. In this work, the linear stability of such a reactor is investigated in depth for both, nominal and low pressure-low power (start-up) conditions. As a result it is found that the flashing effect is crucial to correctly investigate the stability performance of the CAREM-25 reactor. In addition, it is verified that the dominant destabilizing mechanism are density waves travelling through the chimney section corresponding to Type-I instabilities. From the results it is observed that at rated conditions the unstable region is only limited to cases in which the two-phase boundary is located within a region which extends approximately from the core outlet until the middle of the chimney. It is also found that the condensation taking place in the steam dome has a great impact in defining the stability of the reactor and thus can be used to tune the CAREM-25 operational point. It is observed that the reactor shows a better stability performance when increasing the system pressure. From the steady state results it is found that the system could be pressurized without encountering instabilities if a certain minimum condensation power level is guaranteed.

[1]  Naoteru Odano,et al.  Design of advanced integral-type marine reactor, MRX , 2000 .

[2]  Kenji Fukuda,et al.  Theoretical and experimental study on density wave oscillation of two-phase natural circulation of low equilibrium quality , 2002 .

[3]  D. F. Delmastro,et al.  Phenomenology involved in self-pressurized, natural circulation, low thermo-dynamic quality, nuclear reactors: The thermal–hydraulics of the CAREM-25 reactor , 2013 .

[4]  Guanghui Su,et al.  Theoretical Study on Density Wave Oscillation of Two-Phase Natural Circulation under Low Quality Conditions , 2001 .

[5]  Hiromasa Iida,et al.  Design Study of the Deep-Sea Reactor X , 1994 .

[6]  P. Zanocco,et al.  Linear and Nonlinear Stability Analysis of a Self-Pressurized, Natural Circulation, Integral Reactor , 2004 .

[7]  T. V. D. Hagen,et al.  Stability of natural circulation boiling water reactors : Part I. Description stability model and theoretical analysis in terms of dimensionless groups , 1998 .

[8]  C. P. Marcel Experimental and Numerical Stability Investigations on Natural Circulation Boiling Water Reactors , 2007 .

[9]  G. H. Su,et al.  Theoretical investigation on the steady-state natural circulation characteristics of a new type of pressurized water reactor , 2006 .

[10]  John H. Mahaffy Numerics of codes: stability, diffusion, and convergence , 1993 .

[11]  P. Zanocco,et al.  Modeling aspects in linear stability analysis of a self-pressurized, natural circulation integral reactor , 2004 .

[12]  Martin Rohde,et al.  Experimental and numerical investigations on flashing-induced instabilities in a single channel , 2009 .

[13]  C. P. Marcel,et al.  Experimental Investigations on the ESBWR Stability Performance , 2008 .