Home / Store / Journals / Electronic Articles / Nuclear Science and Engineering / Volume 59 / Number 1 / Pages 56-58
Nuclear Science and Engineering / Volume 59 / Number 1 / Pages 56-58
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We consider a nonlinear neutron transport problem in a finite homogeneous body with temperature feedback. By using some techniques of the theory of evolution equations, we prove existence and uniqueness of a mild solution u(t). Finally, we calculate an upper bound for ‖u(t)‖.
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