@article{Rosales-García_Andrade-Lucio_Shulika_2020, title={Conformable derivative applied to experimental Newton’s law of cooling}, volume={66}, url={https://rmf.smf.mx/ojs/index.php/rmf/article/view/Vol.%2066%2C%20issue%202%2C%20pp.%20224-227}, DOI={10.31349/RevMexFis.66.224}, abstractNote={<p>It has been proved that the integer order dierential equation does not<br />represent the real behaviour of nature for the Newton’s law of cooling.<br />Then, we solve the Newton’s cooling law using the conformable deriva-<br />tive, as result we obtain the Kohlrausch stretched exponential function.<br />Due to the free parameter 0 &lt; 1, we can t this function with the<br />graph of the experimental data set. It is shown that the experimental data<br />coincide with those theoretical when = 0:77269 and k = 0:018765.</p>}, number={2 Mar-Apr}, journal={Revista Mexicana de Física}, author={Rosales-García, J. and Andrade-Lucio, J. A. and Shulika, O.}, year={2020}, month={Mar.}, pages={224–227} }