Abstract
The drying rates in moving bed dryers are compared. The gas and the
solids to be dried are in parallel flow or counterflow. A new simplified
method to simulate the drying in parallel and counterflow moving beds
is developed. This model is based on the solution of arbitrary
experimental or theoretical drying rate Equations of single solid
particles (or thin-layer drying rate equation) coupled with heat and
mass conservation Equations of the dryer. The solution is presented in
an integral form of the drying equation showing the relation between
time or location in the dryer and degree of drying. The method allows
rapid calculation of the moisture, vapor mass fraction, and temperature
distributions along the dryer in drying with moist air or steam. The
model is demonstrated by using a result based on the receding front
evaporation model as the specific thin-layer drying equation in the
moving bed model. Wood chips are chosen as an example of the substance
to be dried, but the method applies also for other medium, if the
dependence of the drying rate on moisture and ambient temperature and
humidity (thin layer drying rate) is known. The size of the dryer needed
to reach the same degree of drying operating in the parallel mode is
much greater than that of counterflow type, when the drying medium is
air or flue gases. The reason for the poorer drying in parallel flow is
mainly the unfavorable distribution of the evaporation temperature. In
steam drying, the difference in the size is not so great, since the
evaporation takes place approximately at constant temperature.
Original language | English |
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Pages (from-to) | 1003-1025 |
Journal | Drying Technology |
Volume | 23 |
Issue number | 5 |
DOIs | |
Publication status | Published - 2005 |
MoE publication type | A1 Journal article-refereed |
Keywords
- particles
- wood chips
- forest chips
- mathematical model
- air drying
- steam drying