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An optimised low-frequency solution algorithm is proposed that reduces the electromagnetic wave equation to a small number of scalar potential problems. The latter can be solved using black-box algebraic multigrid solvers. Within the framework of the finite integration technique, the reduction of the wave equation is accomplished by tree/cotree decompositions of primary and dual grids, which allow for highly efficient solutions of Ampere's and Faraday's equations. The example of a ferrite-loaded accelerator component demonstrates that the scheme is much more efficient than the direct approach using Krylov subspace solvers 相似文献
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Iontophoretic transport of piroxicam (Px) across porcine ear skin in vitro was investigated. Cathodal iontophoresis of negatively charged Px was carried out from gel formulations containing Px as an inclusion complex with hydroxypropyl-β-cyclodextrin (HP-β-CD). From the gels, following a 7 h application period at 0.4 mA/cm2, iontophoresis delivered 3.4 times more drug than passive diffusion. The formation of Px : HP-β-CD complexes did not increase the iontophoretic Px flux through the skin. However, Px complexation with HP-β-CD allowed us to increase the drug concentration in the gel; because of that, the amount of Px transported across the skin increased considerably. After iontophoretic experiments, the amount of Px retained in skin seemed to be related to the flux values obtained in each case. Skin pretreatment with 20% HP-β-CD, tested passively and iontophoretically for 3 h, followed by the application of gel containing Px : HP-β-CD complexes, showed no enhancing capacity in any case. The amount of Px retained in the skin after pretreatment experiments was found to be very similar to that obtained without skin pretreatment and was observed to be related to the Px flux through the skin. 相似文献
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