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General Atomics announces breeding blanket test facility
General Atomics announced it is developing design concepts in collaboration with the Department of Energy for the Fusion Blanket Component Test Facility (BCTF), which will test full-scale breeding blankets.
“No one has tested a fusion blanket at this scale. While there are more research and development challenges ahead, a BCTF brings us closer to turning fusion from proven science into practical, sustainable power,” said Anantha Krishnan, senior vice president of the General Atomics Energy Group.
H. A. Morewitz, R. F. Valentine
Nuclear Science and Engineering | Volume 4 | Number 1 | July 1958 | Pages 73-81
Technical Paper | doi.org/10.13182/NSE58-A25520
Articles are hosted by Taylor and Francis Online.
Some new techniques have been applied in the determination of relative neutron fluxes in water moderated critical assemblies. Alloy wires of Mn-Fe, In-Al, Au-Al, and U-Zr have been prepared with a high degree of uniformity between individual samples of a given material. Beta activation of these wires is measured by thin scintillation crystals in conjunction with specially stabilized electronics. This procedure results in good “plateaus” of counting rate vs photomultiplier voltage, discriminator setting, and amplifier gain. The counting time of a wire is controlled by a decaying sample of the activated material. Thus, as the counting continues, the counting interval becomes progressively longer, providing automatic decay correction of the data. Several benefits obtain from this method. The statistics of counting for a wire of a given activation level are independent of the time of counting; nonuniform decay (e.g., mixed fission product decay) is handled with the same facility as simple exponential decay. Automatic sample changers are used which make possible the counting of larger numbers of samples (approximately 1500 per day) with a minimum of personnel. These changers have been so adjusted that good precision in positioning is maintained. The automatic features of the counting system permit a rapid qualitative evaluation of the data. An error analysis has been made which indicates an experimental counting error (exclusive of statistical error due to decay) of approximately 0.8%. This error, when combined with the appropriate statistical error, has been applied to improve the use of computer codes in obtaining accurate least square fits of theoretical curves to the experimental data.