Results 81 to 90 of about 1,391 (258)
Ultrathin AlOxHy interlayers between aluminum films and polymer substrates significantly improve electro‐mechanical properties of flexible thin film systems. By precisely controlling interlayer thickness using atomic layer deposition, this study identifies an optimal interlayer thickness of 5–10 nm that enhances ductility and delays cracking.
Johanna Byloff +9 more
wiley +1 more source
Applying a high electric field to a doped organic semiconductor heats up the charge carrier distribution beyond the lattice temperature, enhancing conductivity. It is shown that the associated effective temperature can be used to extract the effective localization length, which is a characteristic length scale of charge transport and provides ...
Morteza Shokrani +4 more
wiley +1 more source
Monotone and Convex Operator Functions [PDF]
Bendat, Julius, Sherman, Seymour
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Majorization and some operator monotone functions
Let \(h\) be a non-decreasing function on an interval \(I\) and \(k\) be an increasing function on an interval \(J\). Then \(h\) is said to be majorized by \(k\), denoted by \(h \preceq k\,\,(J)\), if \(J\subseteq I\) and the composite \(h\circ k^{-1}\) is operator monotone on \(k(J)\).
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A pixelation‐free, monolithic iontronic pressure sensor enables simultaneous pressure and position sensing over large areas. AC‐driven ion release generates spatially varying impedance pathways depending on the pressure. Machine learning algorithms effectively decouple overlapping pressure–position signals from the multichannel outputs, achieving high ...
Juhui Kim +10 more
wiley +1 more source
Operator monotone functions, Jacobi operators and orthogonal polynomials
Abstract We reveal a connection between operator monotone functions and orthogonal polynomials. Especially, we express an operator monotone function with a Jacobi operator, and show that it is a limit of rational operator monotone functions. Further we prove that the ‘principal inverse’ of an orthogonal polynomial is operator monotone and hence it ...
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Reducing power consumption in spintronic memory remains a major challenge due to the need for high current densities. A bilayer of gadolinium and holmium iron garnets enables purely temperature‐induced, nonvolatile magnetic switching with bistable states within a ±25 K range. This approach achieves up to 66‐fold lower energy use than current spin–orbit
Junseok Kim +3 more
wiley +1 more source
In this paper, our goal is to prove the existence of a weak solution (in H01Ω) for a fully nonlinear Dirichlet problem with a nonmonotone (e.g., Lipschitz) convection function F that depends on ∇u, and a nonlinearity G that is not necessarily monotone ...
Teffera M. Asfaw +2 more
doaj +1 more source
On monotone operator functions and interpolation
In a classical paper L6wner [-5] characterized those real functions f(2) which are monotonic for symmetric matrices. Let us call f(2), defined on the interval [a, b], n-monotonic if for arbitrary n by n symmetric matrices A, B satisfying a(x, x) < (Ax, x) < (Bx, x) < b(x, x) for all xe~" (with the usual scalar product), the inequality (f(A)x,x) < (f(B ...
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Gourd‐Inspired Design of Unit Cell with Multiple Gradients for Physiological‐Range Pressure Sensing
Gourd‐shaped micro‐dome arrays with coordinated modulus, conductivity, and geometric gradients co‐optimize sensitivity and linearity in piezoresistive tactile sensors. Under pressure, a solid upper dome embeds into a porous lower dome, triggering rapid contact‐area growth and series‐to‐parallel conduction, enabling unsaturated, intensity‐resolved ...
Jiayi Xu +6 more
wiley +1 more source

