Question
Solve numerically for the eigenvalue and neutron flux distributions in a slab reactor consisting of two adjacent core regions each of thickness 50cm, with a
Solve numerically for the eigenvalue and neutron flux distributions in a slab reactor consisting of two adjacent core regions each of thickness 50cm, with a 25cm thick reflector on each side. The given values for the core and reactors are available in the picture of the question.
This image is all information given to me. I do not know if any additional values from sources such as tables are needed. If it helps the textbook "Nuclear Reactor Physics" by Weston M Stacey is our prescribed book for this module, but I have no luck with it in regard to this question.
Regarding an image of the slab reactor, they expect you to come up with it since it is not given. But I believe it is from left to right: a reflector, then the first core region, then the second core region, and finally on the right-hand side another reflector. Where both reflectors have identical properties and the 2 core regions have their own properties as given in the question. Or as can be seen in the image of my quick drawing.
= -3.4- Solve numerically for the eigenvalue and neutron flux distributions in a slab reactor consisting of two adjacent core regions each of thickness 50 cm, with a 25 cm thick reflector on each side. The nuclear parameters of the two core regions are (D = 0.65 cm, Ea 0.12 cm-1, and veg 0.125 cm-1) and (D = 0.75 cm, Ea 0.10 cm-1, and vej = 0.12 cm-1), and the parameters of the reflector are (D = = 1.15 cm, a 0.01 cm-7, and ver = 0.0 cm-1). Solve this problem analytically and compare the results Core Core region region 1 2 Reflector Reflector = -3.4- Solve numerically for the eigenvalue and neutron flux distributions in a slab reactor consisting of two adjacent core regions each of thickness 50 cm, with a 25 cm thick reflector on each side. The nuclear parameters of the two core regions are (D = 0.65 cm, Ea 0.12 cm-1, and veg 0.125 cm-1) and (D = 0.75 cm, Ea 0.10 cm-1, and vej = 0.12 cm-1), and the parameters of the reflector are (D = = 1.15 cm, a 0.01 cm-7, and ver = 0.0 cm-1). Solve this problem analytically and compare the results Core Core region region 1 2 Reflector ReflectorStep by Step Solution
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