Research on energy efficient kinetics of drying raw material
In this work, at constant values of the process temperature, the kinetics of drying was considered through the Fick diffusion equation with the corresponding initial and boundary conditions. To describe the process with mathematical expressions, Fick’s equation, which expresses the value of moisture...
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EDP Sciences
2020-01-01
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doaj-01b15e7a64de4f739c3233d99e34fd4e2021-04-02T16:02:30ZengEDP SciencesE3S Web of Conferences2267-12422020-01-012160109310.1051/e3sconf/202021601093e3sconf_rses2020_01093Research on energy efficient kinetics of drying raw materialSafarov Jasur0Khujakulov Akhtam1Sultanova Shakhnoza2Khujakulov Ulugbek3Verma Sunil4Tashkent State Technical University, Department technology services, University – 2Tashkent State Technical University, Department technology services, University – 2Tashkent State Technical University, Department technology services, University – 2Tashkent State Technical University, Department technology services, University – 2Tashkent State Technical University, Department technology services, University – 2In this work, at constant values of the process temperature, the kinetics of drying was considered through the Fick diffusion equation with the corresponding initial and boundary conditions. To describe the process with mathematical expressions, Fick’s equation, which expresses the value of moisture content, is reduced to a dimensionless formula. When accepting the boundary conditions of the first kind, the ratio of the moisture diffusion coefficient to the square of the determining size was determined by the least squares method using a special program with subroutines for solving partial differential equations with a sufficient number of exponents in the solution.https://www.e3s-conferences.org/articles/e3sconf/pdf/2020/76/e3sconf_rses2020_01093.pdf |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Safarov Jasur Khujakulov Akhtam Sultanova Shakhnoza Khujakulov Ulugbek Verma Sunil |
spellingShingle |
Safarov Jasur Khujakulov Akhtam Sultanova Shakhnoza Khujakulov Ulugbek Verma Sunil Research on energy efficient kinetics of drying raw material E3S Web of Conferences |
author_facet |
Safarov Jasur Khujakulov Akhtam Sultanova Shakhnoza Khujakulov Ulugbek Verma Sunil |
author_sort |
Safarov Jasur |
title |
Research on energy efficient kinetics of drying raw material |
title_short |
Research on energy efficient kinetics of drying raw material |
title_full |
Research on energy efficient kinetics of drying raw material |
title_fullStr |
Research on energy efficient kinetics of drying raw material |
title_full_unstemmed |
Research on energy efficient kinetics of drying raw material |
title_sort |
research on energy efficient kinetics of drying raw material |
publisher |
EDP Sciences |
series |
E3S Web of Conferences |
issn |
2267-1242 |
publishDate |
2020-01-01 |
description |
In this work, at constant values of the process temperature, the kinetics of drying was considered through the Fick diffusion equation with the corresponding initial and boundary conditions. To describe the process with mathematical expressions, Fick’s equation, which expresses the value of moisture content, is reduced to a dimensionless formula. When accepting the boundary conditions of the first kind, the ratio of the moisture diffusion coefficient to the square of the determining size was determined by the least squares method using a special program with subroutines for solving partial differential equations with a sufficient number of exponents in the solution. |
url |
https://www.e3s-conferences.org/articles/e3sconf/pdf/2020/76/e3sconf_rses2020_01093.pdf |
work_keys_str_mv |
AT safarovjasur researchonenergyefficientkineticsofdryingrawmaterial AT khujakulovakhtam researchonenergyefficientkineticsofdryingrawmaterial AT sultanovashakhnoza researchonenergyefficientkineticsofdryingrawmaterial AT khujakulovulugbek researchonenergyefficientkineticsofdryingrawmaterial AT vermasunil researchonenergyefficientkineticsofdryingrawmaterial |
_version_ |
1721558105629655040 |