1967
DOI: 10.13182/nt67-a27921
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Helium Production by (n,α) Reactions in Stainless Steel

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1969
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Cited by 11 publications
(4 citation statements)
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“…Structural materials used in nuclear reactors are required to tolerate extreme operating conditions such as high temperature, high stress, intense radiation fluxes and chemical erosion, etc 1 . He atoms are introduced into metals mainly ascribed to deuterium–tritium fusion 2 and (n, α) reactions 3 and tend to aggregate into bubbles at lattice defect sites such as vacancy clusters and grain boundaries 4 . In fusion reactors, the bombardment of He atoms and high-energy neutrons may result in the damage and the formation of helium bubble 5 .…”
Section: Introductionmentioning
confidence: 99%
“…Structural materials used in nuclear reactors are required to tolerate extreme operating conditions such as high temperature, high stress, intense radiation fluxes and chemical erosion, etc 1 . He atoms are introduced into metals mainly ascribed to deuterium–tritium fusion 2 and (n, α) reactions 3 and tend to aggregate into bubbles at lattice defect sites such as vacancy clusters and grain boundaries 4 . In fusion reactors, the bombardment of He atoms and high-energy neutrons may result in the damage and the formation of helium bubble 5 .…”
Section: Introductionmentioning
confidence: 99%
“…Gas generation is dependent on composition and neutron spectrum. Estimates have been made for gas production in stainless steels exposed to fast reactor neutron flux [27]. These values generally fall in the range 0.1 to 1 ppm/dpa.…”
Section: The Question Naturally Arises "What Happens To Other Importantmentioning
confidence: 99%
“…Attempts have been made to fit experimental strengthening data using both E and G. Fleischer (105) has argued that while neither nor can singly fit the experimental data, reasonable agreement can be obtained using (27) where T is the flow stress and a is a constant. Saxl (104) where different mechanisms produce equal contributions to the total strain rate.…”
Section: Strengthening Solid Solution Strengtheningmentioning
confidence: 99%
“…Attempts have been made to fit experimental strengthening data using both E and G. Fleischer (105) has argued that while neither nor can singly fit the experimental data, reasonable agreement can be obtained using (27) where T is the flow stress and a is a constant. Saxl (104) where f^ represents the fraction of obstacles of type i.…”
Section: Solid Solution Strengtheningmentioning
confidence: 99%