“…M. Campbell and J. E. Evetts 1276Stephen (1966) and Yntema (1967 have also obtained expressions for the nonisothermal driving force on a system of straight vortices. Stephen takes as his equilibrium condition constancy of generalized pressure, which is equivalent to …r· † Tˆ0 .…”
Section: Flux Lattice Equilibrium In a Temperature Gradientmentioning
confidence: 99%
“…Since measurements of magnetization are one of the commonest ways of measuring pinning forces the magnetization has been worked out for a number of cases. Analytic expressions have been obtained for a cylinder with J cˆK =B (Campbell et al 1964), and a slab with J cˆK =…B ‡ C † (Fietz et al 1964) and J cˆK =B 1=2 (Yasukochi et al 1964).…”
Section: Slabs and Long Cylinders In Parallel ®Eldsmentioning
“…M. Campbell and J. E. Evetts 1276Stephen (1966) and Yntema (1967 have also obtained expressions for the nonisothermal driving force on a system of straight vortices. Stephen takes as his equilibrium condition constancy of generalized pressure, which is equivalent to …r· † Tˆ0 .…”
Section: Flux Lattice Equilibrium In a Temperature Gradientmentioning
confidence: 99%
“…Since measurements of magnetization are one of the commonest ways of measuring pinning forces the magnetization has been worked out for a number of cases. Analytic expressions have been obtained for a cylinder with J cˆK =B (Campbell et al 1964), and a slab with J cˆK =…B ‡ C † (Fietz et al 1964) and J cˆK =B 1=2 (Yasukochi et al 1964).…”
Section: Slabs and Long Cylinders In Parallel ®Eldsmentioning
“…Since measurements of magnetization are one of T2 Downloaded by [Stanford University Libraries] at 08:59 06 October 2012 the commonest ways of measuring pinning forces the magnetization has been worked out for a number of cases. Analytic expressions have been obtained for a cylinder with Jc = K/B (Campbell et al 1964), and a slab with Jc=K/(B+C) (Fietz et al 1964) and Jc=K/B~/2 (Yasukochi et al 1964). …”
Section: Slabs and Long Cylinders In Parallel Fieldsmentioning
“…Figure 5 shows the relation between the applied magnetic flux density, B, and the critical current density, J c , when the external magnetic flux density B ex increases monotonously. The dots are the numerical results and the curved lines are the fitted ones for the numerical results according to the Kim model (Kim et al, 1965) and the Yasukochi model (Yasukochi et al, 1964), and the original function. It can be found that the numerical results and the Kim and Yasukochi models agree very well to each other.…”
In this study the numerical method was developed to simulate behavior of the fluxoids in NbTi and Bi‐2212. The method was named the Fluxoid Dynamics (FD) method, and is based on a combination of two concepts : the Molecular Dynamics (MD) and Ginzburg‐Landau (G‐L) theory. Several macroscopic electromagnetic phenomena were predicted by these methods, and the results were compared with the well‐known empirical ones.
scite is a Brooklyn-based organization that helps researchers better discover and understand research articles through Smart Citations–citations that display the context of the citation and describe whether the article provides supporting or contrasting evidence. scite is used by students and researchers from around the world and is funded in part by the National Science Foundation and the National Institute on Drug Abuse of the National Institutes of Health.