10 research outputs found
Development and evaluation of a standardized ELISA for the determination of autoantibodies against cN-1A (Mup44, NT5C1A) in sporadic inclusion body myositis
Contains fulltext :
166205.pdf (publisher's version ) (Open Access)16 p
Development and multi-center evaluation of a novel immunoadsorption method for anti-DFS70 antibodies
Recommended from our members
Interlayer exchange coupling in Pt/Co/Ru and Pt/Co/Ir superlattices
Magnetic multilayer thin films with perpendicular magnetic anisotropy (PMA) and interfacial Dzyaloshinskii-Moriya interaction (iDMI) are of intense interest for realizing magnetic skyrmions and modifying topological spin textures. We systematically investigate interlayer exchange coupling (IEC) in Pt/Co/Ru(Ir) superlattices that have PMA and large iDMI. The IEC is greatly tunable by varying Ru(Ir) or Pt thickness and the antiferromagnetic IEC is as large as 1.3mJ/m2 that is on the same order of magnitude as the iDMI. We find unusual magnetic hysteresis loop crossing between field-ascending and -descending magnetization curves. Furthermore, we identify magnetic phase diagrams for antiferromagnetic IEC and hysteresis loop crossing with respect to Ru(Ir) and Pt thickness. Our experimental findings may open a way in the development of synthetic antiferromagnetic spintronics and/or the realization of antiferromagnetic skyrmions
Charged line segments and ellipsoidal equipotentials
This is a survey of the electrostatic potentials produced by charged
straight-line segments, in various numbers of spatial dimensions, with
comparisons between uniformly charged segments and those having non-uniform
linear charge distributions that give rise to ellipsoidal equipotentials
surrounding the segments. A uniform linear distribution of charge is compatible
with ellipsoidal equipotentials only for three dimensions. In higher
dimensions, the linear charge density giving rise to ellipsoidal equipotentials
is counter-intuitive --- the charge distribution has a maximum at the center of
the segment and vanishes at the ends of the segment. Only in two dimensions is
the continuous charge distribution intuitive --- for that one case of
ellipsoidal equipotentials, the charge is peaked at the ends of the segment and
minimized at the center