A Laplace transformation technique is used to determine the neutron distribution in a semi‐infinite medium which has been irradiated by a neutron pulse. The result is given in terms of known solutions of Milne's problem and of the steady‐state albedo problem, which in turn are expressed by aid of Case's X‐function. Simple asymptotic approximations, valid for t ≫ 1, are deduced from the exact result.Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/71087/2/JMAPAQ-6-7-1125-1.pd
summary:In this paper, the initial-value problem, the problem of asymptotic time behaviour of its so...
The integral form of the one-speed, steady-state Boltzmann transport equation is solved for a point ...
The one-dimensional energy dependent linear neutron transport equation has been solved for the case ...
An exact solution to the monoenergetic Boltzmann equation is obtained for the case of a plane isotr...
summary:The transport equation for the neutron density in an infinite absorbing and non-multiplying ...
Space asymptotic theory is shown to be a suitable model for the study of pulsed experiments in neutr...
The method developed by Case is used to solve four time‐independent, one‐speed problems for neutron ...
In this work the space asymptotic theory is used for the study of the propagation of neutron pulses ...
Solution of initial value problem in linear transport theory obtained by monoenergetic neutrons migr...
Time dependent monoenergetic neutron transport in finite slab with finite reflector
Using Case's method for solving the one‐speed transport equation with isotropic scattering, the Miln...
Aspects of the problem of neutron slowing down and transport in an infinite medium consisting of a s...
This report treats the time-independent, one-speed neutron transport equation with anisotropic scatt...
summary:Transport equation for the function of the neutron density in a non-multiplying medium is di...
We have derived from the Boltzmann equation a new integral equation governing the slowing down of ne...
summary:In this paper, the initial-value problem, the problem of asymptotic time behaviour of its so...
The integral form of the one-speed, steady-state Boltzmann transport equation is solved for a point ...
The one-dimensional energy dependent linear neutron transport equation has been solved for the case ...
An exact solution to the monoenergetic Boltzmann equation is obtained for the case of a plane isotr...
summary:The transport equation for the neutron density in an infinite absorbing and non-multiplying ...
Space asymptotic theory is shown to be a suitable model for the study of pulsed experiments in neutr...
The method developed by Case is used to solve four time‐independent, one‐speed problems for neutron ...
In this work the space asymptotic theory is used for the study of the propagation of neutron pulses ...
Solution of initial value problem in linear transport theory obtained by monoenergetic neutrons migr...
Time dependent monoenergetic neutron transport in finite slab with finite reflector
Using Case's method for solving the one‐speed transport equation with isotropic scattering, the Miln...
Aspects of the problem of neutron slowing down and transport in an infinite medium consisting of a s...
This report treats the time-independent, one-speed neutron transport equation with anisotropic scatt...
summary:Transport equation for the function of the neutron density in a non-multiplying medium is di...
We have derived from the Boltzmann equation a new integral equation governing the slowing down of ne...
summary:In this paper, the initial-value problem, the problem of asymptotic time behaviour of its so...
The integral form of the one-speed, steady-state Boltzmann transport equation is solved for a point ...
The one-dimensional energy dependent linear neutron transport equation has been solved for the case ...