A NEW METHODOLOGY FOR THE SOLUTION OF THE ADVECTION-DIFFUSION EQUATION IN THE PLANETARY BOUNDARY LAYER USING CONFORMABLE DERIVATIVE

Author:

Silva José Roberto Dantas da,Xavier Paulo Henrique Farias,Palmeira Anderson da Silva,Soledade André Luiz Santos da,Moreira Davidson Martins

Publisher

Editora Blucher

Reference26 articles.

1. "1 VILHENA, M. T. B.; RIZZA, U., DEGRAZIA, G., MANGIA, C., MOREIRA, D., and TIRABASSI, T., 1998. “An analytical air pollution model: Development and evaluation”, Contrib. Atmos. Phys, vol. 71, pp. 818-827.

2. 2 MOREIRA, D.M., RIZZA, U., VILHENA, M.T., GOULART, A., 2005. Semi-analytical model for pollution dispersion in the planetary boundary layer. Atmospheric Environment 39 (14), 2689–2697.

3. 3 KHALIL, Roshdi, et al. 2014. A new definition of fractional derivative. Journal of Computational and Applied Mathematics, 264: 65-70.

4. 4 ORTIGUEIRA, M.D. and MACHADO, J.A.T., 2015. What is a fractional derivative? Journal of Computational Physics 293, 4-13.

5. 5 TARASOV, V.E., 2018. No nonlocality. No fractional derivative. Communications in Nonlinear Science and Numerical Simulation 62, 157-163.

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