Spelling suggestions: "subject:"buclear reactors — computer programs"" "subject:"buclear reactors — coomputer programs""
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An in-core linear programming model of the high-temperature gas- cooled reactorMiller, Joseph Sheridan January 2011 (has links)
Digitized by Kansas Correctional Industries
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An investigation of equivalent radii for P₃ calculations in strong absorbersNoble, Larry Dean. January 1964 (has links)
Call number: LD2668 .T4 1964 N74 / Master of Science
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Determination of shadowing effects using the P₁ transport modelPorath, William Walter. January 1964 (has links)
Call number: LD2668 .T4 1964 P83 / Master of Science
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Measurement of the zero power transfer function of the Kansas State University Triga Mark II nuclear reactorBeeson, Charles Lee. January 1966 (has links)
LD2668 .T4 1966 B415 / Master of Science
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SYMBOLIC MANIPULATION IN REACTOR PHYSICS.Sadeghi, Mohammad Mehdi, 1959- January 1986 (has links)
No description available.
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EFFECT OF RADIOLYTIC GAS ON NUCLEAR EXCURSIONS IN AQUEOUS SOLUTIONSForehand, Harry MacDonald, 1941- January 1981 (has links)
Knowledge of the consequences of a nuclear criticality accident in aqueous fissile solutions is necessary to design the processing equipment for such solutions. The data at the disposal of designers before 1967 was provided by actual critically accidents. In 1968, the Service d'Etudes de Criticite of the French Commissariat a L'Energie Atomique initiated a program of systematic experimental aqueous solution nuclear excursions which were initiated intentionally to obtain solution criticality accident data. This program was designated "Consequence Radiologiques d'un Accident de Criticite" (CRAC). Although not intended to study the evolution of a solution nuclear criticality accident, the Kinetic Experiment on Water Boiler (KEWB) demonstrated the dependence of the nuclear excursion on parameters such as solution temperature and radiolytic gas. Similarly, the CRAC program results indicated the excursion was governed by parameters such as the solution addition rate, initial neutron population, solute concentration, and thermal and radiolytic gas feedback. The energy deposited in a fissile solution is the sum of the energies contributed by the radiation sources. The majority of the energy is deposited by the fission fragments. One feature of the energy deposition is a commensurate increase in the system temperatures which affects the solution volume and thereby the neutron leakage probability. A second feature is the decomposition of the water molecule which results in release of H(,2) and O(,2) in the solution. Microbubbles are nucleated in the fissile solution by a localized thermal spike generated by a fission fragment. Initially, the microbubble contains a mixture of radiolytic gas and water vapor. Below the boiling point the vapor condenses quickly, leaving a gas microbubble. Unless the solution is supersaturated, the gas bubble will dissolve in a few microseconds. However, in a supersaturated solution the bubble will grow and produce negative feedback by increasing neutron leakage. The analysis for this study employs two mathematical models for the radiolytic gas feedback. One assumes the radiolytic gas concentration is a linear function of the energy release and the nucleation rate is a linear function of the power (Energy model). The other assumes a correlation between the system pressure and the radiolytic gas feedback (Pressure model). Both models have been incorporated into a space-independent kinetic computer code, MACKIN, while the pressure model was also incorporated into a space-dependent code, AZPAD, (Space-dependent model). The model incorporation provides a numerical tool with which to analyze a nuclear excursion in an aqueous fissile solution. The models have been successful in predicting the peak power, burst energy, and maximum system pressure for the first burst in both KEWB and CRAC experiments.
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The computerized calculation of stopping power nuclear reaction kinematicsCoy, Richard I. 03 June 2011 (has links)
This thesis describes the development of computer programs and the theory for the calculations of stopping power and nuclear reaction kinematics. The nuclear reaction kinematics program computes position and nonrelativistic energy data as well as center-of-mass solid angle transformations and information on detector resolution for nuclear reactions and elastic scattering experiments involving two-body final states. The stopping power program calculates stopping power (an index of the charged particle energy absorption properties of a material) of elemental absorbers for protons, deuterons, tritons, He3, and alpha particles from minimal input data. The calculated stopping powers are accurate to within one per cent over the nonrelativistic energy range of 2 to 12 Mev.Ball State UniversityMuncie, IN 47306
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Time-dependent continuous-energy solutions in neutron transport theory for plane and spherical infinite mediaRoybal, Jerry Anthony January 1981 (has links)
No description available.
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An Improved Fission Product Pressure Model for Use in the Venus-II Disassembly CodeJensen, Ray Leland 01 April 1976 (has links)
The world's growing need for safe, reliable, and long-term energy sources has intensified the research being conducted in the development of nuclear power. The operation of power reactors is contingent upon the continued availability of the fissile material required to maintain a critic a l reactor. The only naturally occuring fissile material is an isotope of uranium, U-235, which only accounts for 0.76 percent of the uranium that is mined. Due to the relative scarcity of this important fissile material it is estimated the United States' sources of economically recoverable fissile material will be delinquished with in about twenty-five years.^1
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Development of a fully implicit two-fluid, thermal-hydraulic model for boiling water reactor transient analysisDube, Donald Arthur January 1980 (has links)
Thesis (Ph.D.)--Massachusetts Institute of Technology, Dept. of Nuclear Engineering, 1980. / MICROFICHE COPY AVAILABLE IN ARCHIVES AND SCIENCE. / Vita. / Includes bibliographical references. / by Donald Arthur Dube. / Ph.D.
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