DocumentCode
1642
Title
Sliding Mode Control for Spatial Stabilization of Advanced Heavy Water Reactor
Author
Munje, R.K. ; Patre, B.M. ; Shimjith, S.R. ; Tiwari, Akhilanand P.
Author_Institution
S.G.G.S Inst. of Eng. & Technol., Nanded, India
Volume
60
Issue
4
fYear
2013
fDate
Aug. 2013
Firstpage
3040
Lastpage
3050
Abstract
Spatial oscillations in neutron flux distribution resulting from xenon reactivity feedback are a matter of concern in large nuclear reactors. If the spatial oscillations in power distribution are not controlled, power density and rate of change of power at some locations in the reactor core may exceed their respective limits causing increase in chances of fuel failure. Hence, during the design stages of any large nuclear reactor, it is essential to identify the existence of spatial instabilities and to design suitable control strategy for regulating the spatial power distribution. This paper presents a method to design and analyze the effect of sliding mode control (SMC) for spatial control of Advanced Heavy Water Reactor (AHWR). The AHWR model considered here is of 90th order with 5 inputs and 18 outputs. In this paper, numerically ill-conditioned system of AHWR is separated into 73rd order `slow´ subsystem and 17th order `fast´ subsystem and SMC is designed from slow subsystem. Further, using simple linear transformation matrices, SMC for full system is constructed. Also, it is proved that slow subsystem SMC results in a sliding mode motion for full system. Dynamic simulations has been carried out using nodal core model of AHWR to show effectiveness and robustness of proposed method.
Keywords
finite difference methods; fission reactor core control; fission reactor design; fission reactor physics; neutron flux; nuclear engineering; variable structure systems; AHWR spatial stabilization; SMC; advanced heavy water reactor; control strategy; fuel failure; large nuclear reactors; linear transformation matrices; neutron flux distribution spatial oscillations; nuclear reactor design stages; numerically ill conditioned system; power distribution spatial oscillations; reactor core power change rate; reactor core power density; sliding mode control; spatial power distribution regulation; xenon reactivity feedback; Eigenvalues and eigenfunctions; Inductors; Mathematical model; Neutrons; Oscillators; Sliding mode control; Xenon; Siding mode control; sliding mode motion; spatial oscillations; two-stage decomposition;
fLanguage
English
Journal_Title
Nuclear Science, IEEE Transactions on
Publisher
ieee
ISSN
0018-9499
Type
jour
DOI
10.1109/TNS.2013.2264635
Filename
6544294
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