Results 151 to 160 of about 176,343 (312)
Infinitely many radial solutions of an elliptic system [PDF]
David Terman
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Elliptic Root System and Elliptic Artin Group
The concepts of elliptic root system, elliptic Dynkin diagram and elliptic Weyl group were introduced by K. Saito to describe the Milnor lattices and the flat structures of semi-universal deformations for simply elliptic singularities [S], [SO], [SI], [S2].
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In this study, a fiber‐embedded drug delivery channel for implantable microprobes, demonstrating the first functional drug delivery system using flexible LCP‐based probes, is developed. The design incorporates fibers for site‐selective drug delivery and electrical functions. The utilization of monolithic thermal bonding simplifies fabrication.
Jaehwan Byun+6 more
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A miniaturized microfluidic device is 3D printed via two‐photon polymerization and used for the droplet‐based microfluidic synthesis of nanogels for controlled drug delivery purposes. Tuning the fluid flow parameters, the microfluidic system enables the modulation of nanogel size and properties, preserving an extremely low polydispersity, beyond the ...
Vladimir Matining+8 more
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Cotton-type and joint invariants for linear elliptic systems. [PDF]
Aslam A, Mahomed FM.
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Nonlinear boundary value problems for second order elliptic systems [PDF]
Frank Schlinder
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Stopping a Multilayered Co‐Axial Flow in a 3D Printed Microchannel with Cascaded Nozzles
A microfluidic device with cascaded nozzles is 3D‐printed using two‐photon polymerization. Its microchannel, featuring integrated nozzles, sculpts multilayered co‐axial flows, enabling independent regulation of four co‐flowing streams to achieve variable layer thicknesses.
Helen Werner+7 more
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Pick‐and‐Place Grippers with Tunable Adhesion from Capped Soft Hollow Pillar Structure
Mushroom‐shaped soft hollow pillars (SHPs) with a mushroom cap, or capped SHPs (C‐SHPs) are introduced for improved tunable adhesion under pneumatic actuation. The mushroom cap optimizes stress distribution and alters crack initiation on the contact interface, leading to significantly improved adhesion strength and tunability.
Yanbing Tang+3 more
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On a semilinear elliptic system
Clément, Ph.+1 more
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Critical elliptic systems in potential form
We discuss critical elliptic systems in potential form. We prove existence, multiplicity, and compactness of solutions.
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