Forests are essential natural resources that directly impact the ecosystem. However, the
rising frequency of forest fires due to natural and artificial climate change has become a …

In this paper, with the aim of extending an elegant and straightforward numerical
approximation to describe one of the most common physical phenomena has been …

Motivated by a bioinspired optimal aerodynamic design of a multi-propeller configuration,
here we propose a ducted multi-propeller design to explore the improvement of lift force …

Motivated by optimal combination of paired wings configuration and troke-plane inclination
in biological flapping flights that can achieve high aerodynamic performance, we propose a …

This paper tackles the problem of dynamic wildfire boundary tracking with UAVs. Wildfire
boundary is treated as the zero-level set curve of an implicit function and is approximated …

The computational centers in the multiquadric radial basis functions meshless method have
high adaptability considering the lack of geometric and physical connection between the …

Partial differential equations (PDEs) find extensive applications in geophysics (weather and
climate modeling), astrophysics, and quantum mechanics. Solving PDEs by the …

The authors considered the method of radial basis functions for the numerical solution of the
partial integro-differential equation in multidimensional domains. They used a linear …

To solve the Laplacian problems, we adopt a meshless method with the multiquadric radial
basis function (MQRBF) as a basis whose center is distributed inside a circle with a fictitious …

In this study, an enhancement to the Multiquadric Radial Basis Function (MQ-RBF) method
is presented for solving Elasticity Boundary Value Problems (E-BVPs). MQ-RBF is utilized to …