Abstract
An effective analytical method for determining the steady integral thermal conductivity and temperature distributions in cluster fuel elements has been developed. This method takes into account: distribution of heat generation, given by nonsymmetric function over the fuel rod cross section, q = q(r,{phi}); the thermal conductivity of the fuel and cladding material dependent on temperature, {lambda} = {lambda}(t), {lambda}{sub k} = {lambda}{sub k} (t); the fuel element cooling conditions defined by boundary conditions of the first, second or third kind. The second part of the paper presents the application of the developed method to a given fuel element. (author)
Spasojevic, D;
Vehauc, A
[1]
- Boris Kidric Institute of Nuclear Sciences, Vinca, Beograd (Yugoslavia)
Citation Formats
Spasojevic, D, and Vehauc, A.
Analysis of the temperature field in a reactor fuel element of complex geometry.
Serbia: N. p.,
1969.
Web.
Spasojevic, D, & Vehauc, A.
Analysis of the temperature field in a reactor fuel element of complex geometry.
Serbia.
Spasojevic, D, and Vehauc, A.
1969.
"Analysis of the temperature field in a reactor fuel element of complex geometry."
Serbia.
@misc{etde_21100464,
title = {Analysis of the temperature field in a reactor fuel element of complex geometry}
author = {Spasojevic, D, and Vehauc, A}
abstractNote = {An effective analytical method for determining the steady integral thermal conductivity and temperature distributions in cluster fuel elements has been developed. This method takes into account: distribution of heat generation, given by nonsymmetric function over the fuel rod cross section, q = q(r,{phi}); the thermal conductivity of the fuel and cladding material dependent on temperature, {lambda} = {lambda}(t), {lambda}{sub k} = {lambda}{sub k} (t); the fuel element cooling conditions defined by boundary conditions of the first, second or third kind. The second part of the paper presents the application of the developed method to a given fuel element. (author)}
place = {Serbia}
year = {1969}
month = {Jun}
}
title = {Analysis of the temperature field in a reactor fuel element of complex geometry}
author = {Spasojevic, D, and Vehauc, A}
abstractNote = {An effective analytical method for determining the steady integral thermal conductivity and temperature distributions in cluster fuel elements has been developed. This method takes into account: distribution of heat generation, given by nonsymmetric function over the fuel rod cross section, q = q(r,{phi}); the thermal conductivity of the fuel and cladding material dependent on temperature, {lambda} = {lambda}(t), {lambda}{sub k} = {lambda}{sub k} (t); the fuel element cooling conditions defined by boundary conditions of the first, second or third kind. The second part of the paper presents the application of the developed method to a given fuel element. (author)}
place = {Serbia}
year = {1969}
month = {Jun}
}