The criticality solution to one-speed neutron transport equation using the TN approximation is described for reflected slab. In the solution, Marshak type boundary condition is used. The critical half thicknesses are computed for different values of c and reflection coefficients. Computations are made by using the both TN and PN approximation for the comparison. © 2005 Elsevier Ltd. All rights reserved
AbstractThe steady-state equation for energy-dependent neutron transport in isotropically scattering...
AbstractThe steady-state equation for N-group neutron transport in slab geometry is written as an in...
A standard procedure for the solution of singular integral equations is applied to the one-dimension...
The critical slab problem in the case of combination of forward and backward scattering with usual i...
WOS: 000245403100004The critical slab problem in the case of combination of forward and backward sca...
The criticality problem is studied based on one-speed time-dependent neutron transport theory, for a...
One speed, time independent neutron transport equation in slab geometry can be solved with the tripl...
WOS: 000245230000010The U-N method is used to solve the critical slab problem for reflecting boundar...
The UN method is used to solve the critical slab problem for reflecting boundary conditions in one-s...
WOS: 000266185400005The criticality problem is studied based on one-speed time-dependent neutron tra...
Tureci, RG/0000-0001-6309-6300WOS: 000368672700011One speed, time independent neutron transport equa...
Includes bibliographical references (leaves 265-277)A new numerical method is developed to solve the...
Bozok University;Erciyes University;et al.;Istanbul University;Nigde University;The Turkish Atomic E...
The one speed, time independent neutron transport equation for slab geometry with quadratic anisotro...
The recently developed H-N method is used to solve the critical slab problem for a slab which is sur...
AbstractThe steady-state equation for energy-dependent neutron transport in isotropically scattering...
AbstractThe steady-state equation for N-group neutron transport in slab geometry is written as an in...
A standard procedure for the solution of singular integral equations is applied to the one-dimension...
The critical slab problem in the case of combination of forward and backward scattering with usual i...
WOS: 000245403100004The critical slab problem in the case of combination of forward and backward sca...
The criticality problem is studied based on one-speed time-dependent neutron transport theory, for a...
One speed, time independent neutron transport equation in slab geometry can be solved with the tripl...
WOS: 000245230000010The U-N method is used to solve the critical slab problem for reflecting boundar...
The UN method is used to solve the critical slab problem for reflecting boundary conditions in one-s...
WOS: 000266185400005The criticality problem is studied based on one-speed time-dependent neutron tra...
Tureci, RG/0000-0001-6309-6300WOS: 000368672700011One speed, time independent neutron transport equa...
Includes bibliographical references (leaves 265-277)A new numerical method is developed to solve the...
Bozok University;Erciyes University;et al.;Istanbul University;Nigde University;The Turkish Atomic E...
The one speed, time independent neutron transport equation for slab geometry with quadratic anisotro...
The recently developed H-N method is used to solve the critical slab problem for a slab which is sur...
AbstractThe steady-state equation for energy-dependent neutron transport in isotropically scattering...
AbstractThe steady-state equation for N-group neutron transport in slab geometry is written as an in...
A standard procedure for the solution of singular integral equations is applied to the one-dimension...