Results 141 to 150 of about 3,375,631 (334)
This work proposes a surface elasticity‐based nonlocal model for analyzing the vibrations of bi‐directionally graded tapered nanobeam. The results demonstrate that, in absence of surface effect, the increasing value of tapered parameter leads to stiffness‐hardening of the nanobeam. However, the consideration of surface effect changes this trend and the
Chinika Dangi, Susmita Naskar
wiley +1 more source
The seal louse Echinophthirius horridus has uniquely shaped setae that may reduce drag during its host's dives. Using numerical simulations, this study demonstrates that their natural inclination promotes vortex formation, minimizing friction and energy loss. These findings provide insights into biological surface adaptations and may inspire the design
Anika Preuss+3 more
wiley +1 more source
An introduction to mathematical models of coagulation–fragmentation processes: A discrete deterministic mean-field approach [PDF]
Jonathan A. D. Wattis
openalex +1 more source
Energy Symmetry Breaking of Dirac and Weyl Fermions in Magnetized Spinning Conical Geometries
Exact solutions for relativistic fermions in magnetized, spinning conical geometries reveal defect‐induced symmetry breaking between fermion and antifermion energies. Energy levels depend on the magnetic field, background geometry, and fractionalized spin. When the defect's spin dominates, quantum effects diminish.
Abdullah Guvendi, Omar Mustafa
wiley +1 more source
Mathematical Discretization of Size-Exclusion Chromatograms Applied to Commercial Corn Maltodextrins [PDF]
Valéry Normand+2 more
openalex +1 more source
Magnetoelectric nanoparticles exploit cancer cells' electrical vulnerabilities—altered membrane charge and higher capacitance—to achieve tumor‐specific targeting without bioreagents. MATLAB simulations reveal how electromagnetic forces create targeting specificity, while external magnetic fields enhance precision. This may enable wirelessly controlled,
Max Shotbolt+3 more
wiley +1 more source
REMARKS ON MIURA-ORI, A JAPANESE FOLDING METHOD
Miura-ori is a Japanese folding technique named after Prof. Koryo Miura, the University of Tokyo. It is used for solar panels because it can be unfolded into its rectangular shape by pulling on one corner only.
Stachel Hellmuth
doaj
Discrete mathematics, discrete physics and numerical methods
Discrete mathematics has been neglected for a long time. It has been put in the shade by the striking success of continuous mathematics in the last two centuries, mainly because continuous models in physics proved very reliable, but also because of the greater difficulty in dealing with it.
IAVERNARO, Felice, TRIGIANTE D.
openaire +2 more sources
Utilizing Causal Network Markers to Identify Tipping Points ahead of Critical Transition
The study proposes a causal network markers (CNMs) framework to identify early‐warning signals preceding critical transitions. It validates CNMs on various computational benchmark models and real‐world datasets, demonstrating higher accuracy and flexibility compared to existing approaches.
Shirui Bian+4 more
wiley +1 more source