1975
DOI: 10.1016/0022-5088(75)90071-5
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The defect structure and superconducting transition of cold-worked niobium

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Cited by 28 publications
(2 citation statements)
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“…THOMPSON and FLEWITT [TH075], as the result of a comprehensive magnetic study of the superconducting transition temperatures and deformation microstructures of cold-rolled and cold-drawn Nb, found that for deformations of up to 10% Tc increased linearly with the dislocation density, but that at higher levels of deformation during the development and refinement of a cellular structure (Section 2.8) Tc decreased linearly with cell size. On the other hand, during the zero-field segment of a study of the influence of deformation on the calorimetrically observed transition of Nb into the superconducting mixed state, ZUBECK et al [ZuB79] found that compressive strains of up to 75% (reduction in thickness) resulted in continuous increases in both the temperature and width of the superconducting transition.…”
Section: Deformation Of Pure Elementsmentioning
confidence: 99%
“…THOMPSON and FLEWITT [TH075], as the result of a comprehensive magnetic study of the superconducting transition temperatures and deformation microstructures of cold-rolled and cold-drawn Nb, found that for deformations of up to 10% Tc increased linearly with the dislocation density, but that at higher levels of deformation during the development and refinement of a cellular structure (Section 2.8) Tc decreased linearly with cell size. On the other hand, during the zero-field segment of a study of the influence of deformation on the calorimetrically observed transition of Nb into the superconducting mixed state, ZUBECK et al [ZuB79] found that compressive strains of up to 75% (reduction in thickness) resulted in continuous increases in both the temperature and width of the superconducting transition.…”
Section: Deformation Of Pure Elementsmentioning
confidence: 99%
“…As a result of this investigation , the form factor , f(h), is found to be given by 3) and the exponent in the scaling law , m , is approximately }. The scaling law becomes…”
Section: ~~~~~~mentioning
confidence: 86%