Tangent nonlinear equation in context of fractal fractional operators with nonsingular kernel.

In this manuscript, we investigate the approximate solutions to the tangent nonlinear packaging equation in the context of fractional calculus. It is an important equation because shock and vibrations are unavoidable circumstances for the packaged goods during transport from production plants to the consumer. We consider the fractal fractional Caputo operator and Atangana-Baleanu fractal fractional operator with nonsingular kernel to obtain the numerical consequences.