Abstract:Contents 1. Introduction . 1.1. Applications of type I1 superconductors 1.2. Properties required of commercial superconductors 2. Critical temperature . 2.1. BCS theory . 2.2. Matthias rules . 2.3. Theory of McMillan. . 2.4. Ternary A15 compounds . 3.1. Type I1 superconductivity. . 3.2. Effect of normal state resistivity . 3.3. Factors determining normal state residual resistivity 3.4. Paramagnetic limitation of upper critical field 4.1. Introduction . 4.2. Properties of the flux lattice 4.3. Flux flow. 4.4. F… Show more
“…A similar mechanism has also been proposed to explain the peak e ects which sometimes occur when pinning is caused by dislocation cell structures Witcomb 1972). Figure 66 shows a cell structure occurring in a sample of deformed Nb±50%Ta (Coote 1970).…”
Section: Interaction Energy Peaksmentioning
confidence: 59%
“…A possible explanation of these results is that the magnetization is determined by¯ux jumps, which will occur at di erent ®elds at di erent temperatures. The subject of¯ux jumps and instabilities in the critical state has recently been reviewed by Dew-Hughes (1972).…”
Section: (Ii) Anomalous Penetrationmentioning
confidence: 99%
“…We shall for the main part restrict our discussion to experiments that can be subjected to a quantitative analysis, except for situations where no quantitative work has been done. Dew-Hughes (1971) gives an excellent general survey of the recent literature on pinning. Very comprehensive reviews have also been given by Livingston and Schadler (1964) and by Dew-Hughes (1966).…”
Section: The Experimental Situationmentioning
confidence: 99%
“…A second di culty lies in the fabrication of the material into a suitably stable form. We shall not consider this question here, the subject of stability has been recently reviewed by Dew-Hughes (1971).…”
Section: A M Campbell and J E Evettsmentioning
confidence: 99%
“…For a more general introduction to the subject the reader is referred to the reviews by Livingston and Schadler (1964) and , and the book by St James et al (1969). More recently, Dew-Hughes (1971) has given an excellent comprehensive review of the subject.…”
“…A similar mechanism has also been proposed to explain the peak e ects which sometimes occur when pinning is caused by dislocation cell structures Witcomb 1972). Figure 66 shows a cell structure occurring in a sample of deformed Nb±50%Ta (Coote 1970).…”
Section: Interaction Energy Peaksmentioning
confidence: 59%
“…A possible explanation of these results is that the magnetization is determined by¯ux jumps, which will occur at di erent ®elds at di erent temperatures. The subject of¯ux jumps and instabilities in the critical state has recently been reviewed by Dew-Hughes (1972).…”
Section: (Ii) Anomalous Penetrationmentioning
confidence: 99%
“…We shall for the main part restrict our discussion to experiments that can be subjected to a quantitative analysis, except for situations where no quantitative work has been done. Dew-Hughes (1971) gives an excellent general survey of the recent literature on pinning. Very comprehensive reviews have also been given by Livingston and Schadler (1964) and by Dew-Hughes (1966).…”
Section: The Experimental Situationmentioning
confidence: 99%
“…A second di culty lies in the fabrication of the material into a suitably stable form. We shall not consider this question here, the subject of stability has been recently reviewed by Dew-Hughes (1971).…”
Section: A M Campbell and J E Evettsmentioning
confidence: 99%
“…For a more general introduction to the subject the reader is referred to the reviews by Livingston and Schadler (1964) and , and the book by St James et al (1969). More recently, Dew-Hughes (1971) has given an excellent comprehensive review of the subject.…”
Der Einfluß von Punktdefekten, Versetzungen und Grenzflächen auf die Sprungtemperatur der Supraleitung wird vorwiegend an Beispielen des A15‐Strukturtyps besprochen. Punktfehler vom Substitutionstyp scheinen in diesen Verbindungen maßgeblich für niedrige Sprungtemperatur verantwortlich zu sein.
The Holt relation d = Kϱ−1/2 between dislocation cell diameter d and average dislocation density ϵ is found to apply to Mo–50wt% Re when K = 4. Comparison with other published dislocation cell data shows that K does not remain constant, but varies from metal to metal. The effect of stacking fault energy on the K value is demonstrated to be significant.
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