672 research outputs found
Autologous transplantation in the central nervous system
Indian Journal of Medical Research124DEC.613-61
Potential of Neural Stem Cells for the Treatment of Brain Tumors
Neural stem cells (NSCs) are self-renewing multipotent cells that generate the main phenotypes of the nervous system, neurons, astrocytes and oligodendrocytes. As such they hold the promise to treat a broad range of neurological diseases and injuries. Neural progenitor and stem cells have been isolated and characterized in vitro, from adult, fetal and post-mortem tissues, providing sources of material for cellular therapy. However, NSCs are still elusive cells and remain to be unequivocally identified and characterized, limiting their potential use for therapy. Neural progenitor and stem cells, isolated and cultured in vitro, can be genetically modified and when transplanted migrate to tumor sites in the brain. These intrinsic properties of neural progenitor and stem cells provide tremendous potential to bolster the translation of NSC research to therapy. It is proposed to combine gene therapy and cellular therapy to treat brain cancers. Hence, neural progenitor and stem cells provide new opportunities for the treatment of brain cancers
Quasiparticle trapping in Meissner and vortex states of mesoscopic superconductors
Nowadays superconductors serve in numerous applications, from high-field
magnets to ultra-sensitive detectors of radiation. Mesoscopic superconducting
devices, i.e. those with nanoscale dimensions, are in a special position as
they are easily driven out of equilibrium under typical operating conditions.
The out-of-equilibrium superconductors are characterized by non-equilibrium
quasiparticles. These extra excitations can compromise the performance of
mesoscopic devices by introducing, e.g., leakage currents or decreased
coherence times in quantum devices. By applying an external magnetic field, one
can conveniently suppress or redistribute the population of excess
quasiparticles. In this article we present an experimental demonstration and a
theoretical analysis of such effective control of quasiparticles, resulting in
electron cooling both in the Meissner and vortex states of a mesoscopic
superconductor. We introduce a theoretical model of quasiparticle dynamics
which is in quantitative agreement with the experimental data
Assessment of the U and Co magnetic moments in UCoGe by X-ray magnetic circular dichroism
The ferromagnetic superconductor UCoGe has been investigated by high field
X-ray magnetic circular dichroism (XMCD) at the U-M and Co/Ge-K edges.
The analysis of the branching ratio and XMCD at the U-M edges reveals
that the U-5 electrons count is close to 3. The orbital ()
and spin () moments of U at 2.1K and 17T (H//c) have been
determined. Their ratio () suggests a significant delocalization of
the 5 electron states. The similar field dependences of the local U/Co and
the macroscopic magnetization indicate that the Co moment is induced by the U
moment. The XMCD at the Co/Ge-K edges reveal the presence of small Co-4 and
Ge-4 orbital moments parallel to the macroscopic magnetization. In addition,
the Co-3 moment is estimated to be at most of the order of 0.1 at
17T. Our results rule out the possibility of an unusual polarisability of the U
and Co moments as well as their antiparallel coupling. We conclude that the
magnetism which mediates the superconductivity in UCoGe is driven by U.Comment: 4 figures + supplementary materia
Double crystal x-ray diffraction simulations of diffusion in semiconductor microstructures
Diffusion in group IV, III-V and II-VI semiconductors is an interesting problem not only from a fundamental physics viewpoint but also in practical terms, since it could determine the useful lifetime of a device. Any attempt to control the amount of diffusion in a semiconductor device, whether it be a quantum well structure or not, requires an accurate determination of the diffusion coefficient. The present theoretical study shows that this could be achieved via x-ray diffraction studies in quantum well structures. It is demonstrated that the rocking curves of single quantum wells are not sensitive to diffusion. However the intensity of the first order satellite, which is characteristic of superlattice rocking curves, is strongly dependent upon diffusion and it is proposed that this technique could be used to measure the diffusion coefficient D. © 1998 American Institute of Physics
Thermal conductivity through the quantum critical point in YbRh2Si2 at very low temperature
The thermal conductivity of YbRh2Si2 has been measured down to very low
temperatures under field in the basal plane. An additional channel for heat
transport appears below 30 mK, both in the antiferromagnetic and paramagnetic
states, respectively below and above the critical field suppressing the
magnetic order. This excludes antiferromagnetic magnons as the origin of this
additional contribution to thermal conductivity. Moreover, this low temperature
contribution prevails a definite conclusion on the validity or violation of the
Wiedemann-Franz law at the field-induced quantum critical point. At high
temperature in the paramagnetic state, the thermal conductivity is sensitive to
ferromagnetic fluctuations, previously observed by NMR or neutron scattering
and required for the occurrence of the sharp electronic spin resonance
fracture.Comment: 11 pages + Supplementary Material
Superconducting Gap of UCoGe probed by Thermal Transport
Thermal conductivity measurements in the superconducting state of the
ferromagnet UCoGe were performed at very low temperatures and under magnetic
field on samples of different qualities and with the heat current along the
three crystallographic axis. This allows to disentangle intrinsic and extrinsic
effects, confirm the situation of multigap superconductivity and shed new light
on the situation expected or claimed for the gap in these ferromagnetic
superconductors, like evidences of absence of "partially gapped" Fermi
surfaces.Comment: 6 pages, 5 figures. To be appeared in Physical Review Rapid
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