Abstract
An analytical method of evaluating the circumferential variations of temperature and heat flux fields inside and around a displaced fuel rod in triangular rod bundles in turbulent flow is presented with illustrative examples in Section A. The analysis mainly consists of deriving the simultaneous solutions of a set of heat conduction equations for fuel, cladding and coolant under the assumption of fully developed flow and heat transfer conditions. The local coolant velocity distribution, which is necessary for deriving the temperature field in coolant, is determined by solving the Navier Stokes equation and the turbulent mixing of coolant is taken into consideration. The results show that the circumferential variations in temperature field and heat flux field on the outer surface of cladding become more appreciable with the lower P/D ratio and with increase in fuel rod displacement. In Section B, the extension of the two-dimensional method developed in Section A to a three-dimensional method is discussed with brief explanations on the derivation of the heat conduction equation and its solution in the form of Fourier series expansion. Some applicability of the solution is suggested.
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