Results 171 to 180 of about 168,653,923 (257)
Generalized Complex Structure and Topological Field Theory
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A physics‐informed generative framework introduces Directional Latent Hybridization (DLH) for the deterministic inverse design of nonlinear metamaterials. By hybridizing dominant traits from parent geometries in the latent space, DLH overcomes the instabilities of stochastic models to ensure high structural precision at high densities.
Semin Ahn +2 more
wiley +1 more source
Imidazol-2-ylidene-Based NCCN Ligands for Chiral-at-Iron Catalysis. [PDF]
Hinterlang L, Ivlev SI, Meggers E.
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A strain‐activated mechanical metamaterial is developed to achieve programmable dual‐phase stiffness through an intrinsic geometric locking mechanism. Finite element modeling and parametric analysis identify the key design parameters governing activation strain, stiffness transition, and energy absorption.
Ramin Yousefi‐Nooraie +3 more
wiley +1 more source
Physical genomics: Why gene regulation is tug of war between polymer physics and biochemistry. [PDF]
Harris S, Noy A, Olson WK.
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Defect‐Engineered ZnO Nanowire Arrays for Flexible Room‐Temperature Hydrogen Sensors
Fabrication process of patterned ZnO nucleation sites on a flexible polyimide (PI) substrate. Top/tilted‐view SEM images of ordered ZnO nanoflower arrays confined within patterned circular regions. AFM topography map with height data revealing a disk‐array structure, where the patterned regions (marked by a red dot circle) are elevated by ∼2 µm ...
Jun‐Ting Wang +7 more
wiley +1 more source
Computationally Evidence-Grounded Sequence-First Design of Peptide Binders. [PDF]
Ding W.
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High‐aspect‐ratio low‐melting‐point alloy inclusions are embedded within multilayer silicone laminates to create thermally programmable stiffness. Sequential activation of alloy‐rich layers produces four distinct mechanical states and reconfigures tendon‐driven actuator trajectories under the same load.
Palpolage Don Shehan Hiroshan Gunawardane +4 more
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Membrane Protein Insertion in Cells: Principles, Pathways, and Quality Control. [PDF]
Peled-Zehavi H, Yemini R, Fluman N.
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Title: Topological Fractal Geometry for General Computational Complexity
This paper explores the application of Topological Fractal Geometry (TFG) to address the challenges of general computational complexity, focusing on the generation and analysis of self-similar structures exhibiting inherent stability. We propose a novel framework for representing and manipulating complex systems, utilizing fractal geometry specifically
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