An efficient meshless technique for 2-D hyperbolic convection-diffusion problem

Key Points

• The meshless technique shows significant promise in solving 2-D hyperbolic convection-diffusion problems efficiently, leading to faster computations.
• Computational tests demonstrate that this technique reduces approximation errors compared to traditional methods, enhancing accuracy.
• Analysis incorporates various numerical methods to validate results across diverse problem scenarios, ensuring robustness in applications.
• Improved computational efficiency may facilitate real-time simulations, paving the way for practical applications in engineering and environmental modeling.