Latest Articles for Fluid Dynamics

Research focuses on improving designs in fluid dynamics through topology optimization techniques.

Researchers enhance fluid flow simulations using oversampling and smoothing methods.

A look at dispersivity's impact on porous materials and their applications.

Examining the role of non-ideal behaviors in weakly-ionized astrophysical systems.

This study examines how particles affect stability in shear flows.

A study on heat transfer in boundary layers of moving fluids.

Learn about the fascinating behaviors of active fluids and their applications.

A method to solve unsymmetric saddle-point problems effectively using inexact solutions.

This article presents a novel method for solving the Stokes problem in fluid dynamics.

Exploring superoscillation through the lens of Madelung mechanics and fluid motion.

Exploring the implications of nonuniqueness in fluid dynamics through the 2D Euler equation.

This method improves CFD accuracy and efficiency using machine learning.

Exploring soliton behaviors in two-dimensional fermionic superfluids and their implications.

Examining how different waves interact with Burgers bores in fluid dynamics.

Advanced methods improve accuracy in fluid flow through porous materials.

A look into spiral patterns formed in spherical Couette flow and their significance.

Understanding fluid movement through complex porous materials for better resource management.

Exploring how heating impacts the transition of magnetic states in planets.

This study focuses on convection's role in Type I X-ray bursts from neutron stars.

Research on adjustable dimples improves drag performance in moving spheres.

Learn about Bingham fluids and their impact on various industries.

Exploring new methods for more effective fluid-structure interaction simulations.

A new numerical approach to solve the fractional KdV equation effectively.

Research reveals the significance of neutron star mergers and the role of simulations.

Researchers are using data to predict drag efficiently on various rough surfaces.

An analysis of non-uniqueness in the continuity equation and its implications.

A new method improves predictions for flexible fiber behavior in fluid environments.

Researchers use xGNN to improve solutions for challenging partial differential equations.

A closer look at Boussinesq systems and their role in wave behavior.

A neural network for improved flow estimation while respecting physical rules.

A straightforward look at turbulent flow and its significance in fluid dynamics.

A mathematical model improves the study of waves over swirling fluid flows.

An overview of hyperbolic systems, wave behavior, and conservation principles.

A professor's work in nonlinear conservation laws is highlighted on his 60th birthday.

CViT merges operator learning with conditioned neural fields for improved scientific modeling.

Study the influences on falling liquid films over wavy heated surfaces.

This article discusses fluid behavior in narrow spaces between angled walls.

Transforming complex problems in physics using novel techniques.

Study on airflow and heat transfer in high-speed compressor systems.

Combining neural networks and traditional techniques to predict fluid behavior.