1. G. Yu. Harmatiy, R. M. Kushnir, and V. S. Popovych, “Thermoelastic state of an infinite circular thermally sensitive cylinder under the conditions of convective radiative heat exchange with the environment,” Visn. Donetsk. Univ. Ser. A. Pryrodnych. Nauky, Issue 1, 113–120 (2008).
2. K. Dekker and J. G. Verwer, Stability of Runge–Kutta Methods for Stiff Nonlinear Differential Equations, North-Holland, Amsterdam (1984).
3. E. P. Zaitsev, “Influence of thermal anisotropy and double nonlinearity on the temperature field of a solid infinite transversely isotropic cylinder,” Visn. Kremenchuts. Nats. Univ. im. Ostrohrads’koho, Issue 4(99), 23–29 (2016).
4. B. Kalynyak and V. Popovych, “Stressed state of a multilayer thermally sensitive cylinder under the asymptotic thermal conditions,” Mashynoznavstvo, No. 2, 22–30 (2005).
5. R. M. Kushnir and V. S. Popovych, “Thermoelasticity of thermally sensitive solids,” in: Ya. Yo. Burak and R. M. Kushnir (editors), Modeling and Optimization of Conducting Inhomogeneous Solids [in Ukrainian], Vol. 3, Spolom, Lviv (2009).