Dynamics of a Generalized Fractional Van der Pol System

In this work, we examine the dynamical behavior of the Van der Pol oscillator based on a local generalized derivative, which includes, as particular cases, both conformable and non-conformable derivatives depending on the kernel considered.The analysis of the model is carried out using various kernel functions and different orders, providing a high degree of generality.Numerical simulations are compared with analytical solutions to validate the approach and to highlight the impact of the different kernels and orders.