Theoretical basis of continuous drying of dispersed materials
I and my co-authors (if any) authorize the use of the Paper in accordance with the Creative Commons CC BY license
A mathematical model, a numerical method, and the calculations results of the heat and mass transfer dynamics and phase transformations in the processes of continuous drying dispersed materials are presented. The calculation of continuous drying a chopped wood was carried out. The calculation results testify to the adequacy of the mathematical model and the efficiency of the calculation method.
1. Nikitenko N.I., Snezhkin Yu.F., Sorokovaya N.N., & Kolchik Yu.N. (2014). Molecular radiation theory and methods for calculating heat and mass transfer. Kyiv: Naukova Dumka, 744 p. http://ittf.kiev.ua/wp-content/uploads/2016/12/nikitenko.pdf (Book).
2. Sorokovaya N.N., Snezhkin,Yu.F, Shapar'R.A, & Sorokovoi R.Ya. (2019). Mathematical Simulation and Optimization of the Continuous Drying of Thermolabile Materials.Journal of Engineering Physics and Thermophysics, V.92, No 5, pp. 1180–1190. DOI 10.1007/s10891-019-02032-3
3. Nikitenko, N.I. (2000). Problemsof the radiation theory of heat and mass transfer in solid and liquid media. Journal of Engineering Physics and Thermophysics V.73, No 4, Р.840-848. https://doi.org/10.1007/s10891-000-0102-9.
4. Rudobashta, S.P. (1980). Masstransfer in systems with a solid phase. Moscow: Chemistry, 248 p. https://www.libex.ru/detail/book796756.html
5. Nikitenko, N.I.(2002). Investigation of the Dynamics of Evaporation of Condensed Bodies on the Basisof the Law of Spectral-Radiation Intensity of Particles, Journal of Engineering Physics and Thermophysics. vol.75, no 3,May, pp. 684–692, 2002.