Latest Research in Fluid Dynamics
16 research papers · 2026 median publication year
Top Research Topics in Fluid Dynamics
- Fluid Dynamics — 3 papers
- Numerical Analysis — 3 papers
- History and Overview — 1 papers
- Mechanical Behavior of Composites — 1 papers
- Numerical methods in inverse problems — 1 papers
- Complex Systems and Dynamics — 1 papers
- Computer Vision and Pattern Recognition — 1 papers
- Seismic Imaging and Inversion Techniques — 1 papers
- Tribology and Lubrication Engineering — 1 papers
- Cephalopods and Marine Biology — 1 papers
Highest-Cited Papers
- Extensible membranes in inviscid flow: aerodynamics and singular limits
- On the role of Giovanni Giorgi in the history of operational methods to mathematical-physics problems
- Tolerance-driven close evaluation of the Stokes double layer potential on axisymmetric surfaces
- Effect of Double‐Double Lay‐Up on Damage Evolution and Fracture Behavior of Open‐Hole GLARE Laminates Under Tensile Loading
- Improved global stability bounds for two-dimensional plane Poiseuille flow
- Detection, Reconstruction, and Overheating Warning of Three-Dimensional Dynamic Temperature Fields Inside Conductive Polymer Gels
- Entropy–Topological Analysis of Selected Classes of Complex Multicomponent Systems
- RAFT-DVC: Resolution-Aware Machine Learning-Based Digital Volume Correlation
- Wave Propagation in 3‐D Poroelastic Media Accounting for Both Mesoscopic and Global Flow Effects
- ENPINN: Energy-Norm-Guided Gradient-Enhanced PINNs for Generalized Transport Problems with Sharp Gradients
- Research on Sealing Performance of Integral Modified PTFE Lip Seals
- Dynamical slowdown, bottlenecks, and multiscaling in Voigt-regularised turbulence
- Attachment performance of cuttlefish ( Sepia officinalis ) suckers depends on the interaction between papillae and substrate topography
- CARE-SAV: A Conditioning-Aware Random-Feature Framework for Energy-Stable Simulation of Gradient Flows
- An entropy-stable and kinetic energy-preserving macro-element HDG method for compressible flows
- Decomposable Neural Symbolic Regression