This edition first published 2014
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Library of Congress Cataloging-in-Publication Data
Yao, Ye.
Ultrasonic technology for desiccant regeneration / Ye Yao, Shiqing Liu.
pages cm
Includes bibliographical references and index.
ISBN 978-1-118-92160-9 (cloth)
1. Drying agents—Drying. 2. Ultrasonic waves—Industrial applications. 3. Air conditioning—Equipment and supplies. 4. Ultrasonic cleaning. I. Liu, Shiqing (Physicist) II. Title.
TP159.D7Y36 2014
660′.28426—dc23
2014016564
ISBN: 9781118921609
1 2014
Dr Ye Yao is an Associate Professor at the School of Mechanical Engineering, Shanghai Jiao Tong University, China. He received his PhD from Shanghai Jiao Tong University (SJTU), China. He was promoted as Associate Professor of SJTU in December 2008. From September 1, 2009 to September 1, 2010, he performed his research work in the Ray W. Herrick Laboratory at Purdue University (PU), USA. He was awarded as Excellent Reserve Youth Talent (First Class) and SMC Excellent Young Faculty by SJTU, respectively, in the year 2009 and 2010, and got the Shanghai Pujiang Scholars Talent Program in the year 2012. His current interests of research mainly include: (1) heat and mass transfer enhancement assisted by ultrasound; and (2) HVAC modeling and optimal control for energy conservation. He has successfully published about 100 academic publications and 30 patents and one academic monograph (sole author). He is now the peer reviewer of many international academic journals, such as the International Journal of Heat and Mass Transfer, International Journal of Thermal Sciences, International Journal of Refrigeration, Energy, Building and Environment, Energy and Buildings, and Applied Energy.
Dr Shiqing Liu is a Professor at the School of Mathematical and Information Engineering, Zhejiang Normal University, China. He received his PhD from Shanxi Normal University, China. His current interests of research are mainly applied acoustic and ultrasound transducers. He has published about 40 academic publications and over 10 patents in his research domains.
With global warming and the rapid improvement of people's living standards, energy consumption by air conditioning (AC) systems in buildings is on the rise. It has been noted that the dehumidification process accounts for a large proportion of energy consumption by an AC system. In southern areas of China where the climate is very hot and humid, the percentage of energy to be consumed by the dehumidification process in an AC system will be more than 40%. By using adsorption/absorption dehumidifying technology, the heat and moisture load of air can be processed separately, and a higher energy efficiency will be achieved compared with the conventional cooling dehumidification method. In addition, no condensation of water happens during the air dehumidification process with the adsorption/absorption method, which effectively prevents virus and mold from breeding, and hence improves indoor air quality (IAQ). Therefore, people are paying more attention to the adsorption/absorption dehumidifying method as the key technology for developing high-performance of AC systems.
Regeneration of desiccant is a crucial process during the air dehumidification cycle with the adsorption/absorption method. It will produce great influence on the energy efficiency of desiccant AC systems. The conventional regeneration method by heating is found to be energy-wasting due to the relatively higher regeneration temperature of some desiccant materials. So, we have put forward the ultrasound-assisted regeneration method in this book. The fundamental theory of the novel regeneration method is summarized as follows: The mechanical effect of ultrasound causes a series of rapid and successive compressions. This can reduce the thickness of boundary layer near the surface of solid desiccants and bring about the enhancement of mass transfer during regeneration. Meanwhile, the ultrasonic heating effect causes a temperature rise in solid desiccants and enhances internal moisture diffusivity known as “rectified diffusion.” For liquid desiccants, the cavitation effect induced by power ultrasound sprays the solution into numerous tiny droplets with a size range of 40–80 µm, which improves the regeneration rate of liquid desiccants through enlarging the contact area between the air and the desiccant solute instead of increasing the solution temperature.
The study in this book demonstrates that ultrasound-assisted regeneration can significantly increase energy efficiency of regeneration, shorten regeneration time and hence improve performance of the desiccant AC system. In addition, the temperature for regeneration can be reduced by introducing power ultrasound, which provides favorable conditions for the utilization of low-grade thermal energy (e.g., solar energy and waste heat) in the desiccant regeneration.
This book is edited based on recent studies on ultrasound-assisted regeneration. It consists of six chapters as below:
The book is written by Dr Ye Yao (Associate Professor at the Institute of Refrigeration and Cryogenics, Shanghai Jiao Tong University, China) and Dr Shiqing Liu (Professor at the Institute of Mathematics and Physics, Zhejiang Normal University, China). Chapters 1, 2, 3, 4 and 6 as well as the appendix have been written by Dr Ye Yao, and Chapter 5 has been written by Dr Shiqing Liu and Dr Ye Yao.
The study work related to the book has been financially supported by Shanghai Pujiang Program (2012) and several National Nature Science Foundations (No.50708057; No.11274279; No.11074222) as well as Shanghai Jiaotong University Academic Publishing Fund (2013). Meanwhile, this book has been successfully chosen as China Classics International Academic Publishing Project (2014). The publication of the book will be an important reference for related research fields.
I would like to express my appreciation to those who have educated, aided and supported me: my mentors Prof. Ruzhu Wang (Shanghai Jiao Tong University), Prof. Guoliang Ding (Shanghai Jiao Tong University), Prof. Xiaosong Zhang (Southeast University, China); my collaborators Mr Beixing He (senior engineer at the Institute of Acoustics, Chinese Academy of Sciences) and Prof. Houqing Zhu (Institute of Acoustics, Chinese Academy of Sciences); and my students, including my PhD Candidate Yang Kun (who designed most of the computer programs), Dr Weijiang Zhang (who carried a large number of experimental studies related to this book), my Master Candidate Godwin Okotch (who revised the language errors), Weiwei Wang and Zhengyuan Zhu (who participated in some experimental tests and measurements).
Finally, I offer my heartfelt gratitude to the editorial director Dr Fangzhen Qian and Mrs Yingchun Yang at Shanghai Jiao Tong University Press for their help, cooperation, advice and guidance in preparing this edition of the book.
Ye Yao
Shanghai Jiao Tong University
December 30, 2013
Ultrasonic absorptivity by medium | Mechanical quality factor of transducer | ||
Ao | Pre-exponential factor of Arrhenius equation, m2/s | Cw | Moisture concentration in the mainstream air, kg/m3 |
Activity of water | Cw* | Concentration on the surface of liquid droplet, kg/m3 | |
Debye-Huckel constant for the osmotic coefficient | COP | coefficient of performance | |
AEE | Average energy efficiency, % | CR | Contribution ratio of ultrasonic effect to the total enhancement of regeneration |
AMR | Additional moisture removal brought about by ultrasound, kg | CRT | Conditioned regeneration time, s |
AMRC | Additional moisture removal capacity brought about by ultrasound, kg/s | Diameter, m | |
ASEC | Adiabatic specific energy consumption, J/(kg moisture desorption) | D | Diffusion coefficient, m2/s |
Standard atmosphere pressure, Pa | DCOP | Dehumidification coefficient of performance | |
Specific heat, J/(kg.°C) | E | Energy consumption, J; or NRTL binary interaction energy parameter; or Young's modulus of the material, Pa; or electric field |
|
Specific heat ratio | Ea | Activation energy, kJ/mol | |
cos | Cosine function | EP | Enhancement percentage of regeneration, % |
cosh | Hyperbolic cosine function | ER | Enhanced ratio of regeneration brought by ultrasound |
cot | Cotangent | ERE | Experimental relative error |
Adiabatic sound velocity in the air, m/s | ERARR | Enhancement ratio of average regeneration rate | |
Equivalent vibration velocity, m/s | ERERR | Experimental relative error of regeneration rate, % | |
C | Heat capacity rate, W/°C | ESR | Energy-saving ratio |
Co | One-dimensional cutoff capacitance of the piezoelectric ceramic, F | ESEC | Excess specific energy consumption, J/(kg moisture desorption) |
Drag coefficient | f | Acoustic frequency, Hz | |
fc | Activity coefficient | MAMR | Maximum additional moisture removal, kg |
F | Force, N | MEEU | maximum energy efficiency of ultrasound, % |
g | Gibbs energy of molecules; or acceleration of gravity, m/s2 |
MMD | Mass mean diameter, m |
g' | Derivative of equilibrium isotherm | MR | Dimensionless moisture ratio |
Voltage constant of piezoelectric ceramic | MRC | Moisture removal capacity, kg/s | |
G | Mass flow rate, kg/(m2.s) | MRS | Mean regeneration speed, kg/s |
h | Enthalpy, J/kg; or height, m | MRE | Mean Relative Error, % |
Adsorption (desorption) heat of desiccant, kJ/(kg water) | n | Electromechanical conversion factor of piezoelectric ceramic | |
Coefficient of heat transfer, | N | Molar flux, mol/(m2.s); or number of droplets or piezoelectric ceramic wafers | |
Unit of the imaginary number | Nu | Nusselt number | |
Sound intensity, ; or electric current, A |
NRTL | Nonrandom two-liquid theory | |
Ionic strength in mole fraction scale | Pressure or tensile stress, Pa | ||
The zero-order Bessel function of the first kind | Power, W | ||
The first-order Bessel function of the first kind | PE | Prediction error, % | |
k | Wave number, 1/m | Moisture ratio in medium, kg water/(kg dry medium) | |
Modified complex wave number | Q | Heat trtansfer rate, W | |
Coefficient of mass transfer or mass transfer flux, | r | Radius, m | |
l | Length, m | Latent heat of vaporization of water at 0°C, J/kg | |
Height of the packed bed or thickness of particle surface layer or mean free path, m | Dynamic flow resistance, kg/(m2.s); or gas constant, kJ/(mol.K) |
||
Mass, kg | RD | Regeneration degree | |
M | M-type honeycomb desiccant; or molecular weight, kg/kmol |
Rm | Mass transfer resistance, |
RV | Vibration speed ratio of the front surface to the rear surface of the transducer | SPL | Sound pressure level |
RR | Regeneration rate, kg/s | Temperature | |
Re | Reynolds number | tan | Tangent function |
RE | Regeneration enhancement, kg/s; or regeneration effectiveness |
tanh | Hyperbolic tangent function |
s | Strain, m/m | T[t] | Temperature, K [°C] |
sc | Strain constant | TSEC | Total specific energy consumption, J/(kg moisture desorption) |
ssr | Elastic flexibility coefficient, m2/N | u | Velocity or sound wave propagation speed, m/s |
sin | Sine function | Induced velocity of air due to ultrasonic oscillation, m/s | |
Elastic flexibility coefficient under constant axial electric displacement, m2/N | U | Overall heat transfer coefficient of heat exchanger, W/(m2.°C) | |
Elastic flexibility coefficient under constant axial electric field, m2/N | UF | Ultrasonic frequency, Hz | |
UP | Ultrasonic power, W | ||
sinh | Hyperbolic sine function | Volume, m3; or voltage, V | |
S | Area, m2 | Humidity of air on the surface of solid or liquid, kg/(kg dryair) | |
SEC | Specific energy consumption, J/(kg moisture desorption) | Humidity of air in the main stream, kg/(kg dryair) | |
SMD | Sauter mean diameter | x | Distance or spatial space, m; or mole fraction in the mixture; or concentration by mass |
Sh | Sherwood number | The zero-order Bessel function of the second kind | |
Sc | Schmidt number | The first-order Bessel function of the second kind | |
SV | Volumetric surface area of solid desiccant, m2/ m3 | (or Z) | Acoustic impedance in medium, Pa.s/m3 |
SS | ss-type honeycomb desiccant | ||
Greek Letters | |||
Thickness, m | Relative humidity, % | ||
Coefficient of thermal conductivity, W/m·°C; or wave length, m | Density, kg/m3 | ||
Kinematic viscosity, m2/s; or Poisson's ratio |
Working efficiency | ||
Sound attenuation coefficient in medium; or NRTL non-randomness factor | Electric displacement | ||
Voltage constant of the piezoelectric ceramic | Time, s | ||
Void fraction of desiccant bed; or porosity of particle; or effectiveness of a heat exchanger |
Shear modulus of material | ||
Dielectric constant | Structure factor of the packed bed | ||
Transverse electro-mechanical coupling coefficient | Slope of the straight line | ||
Effective electro-mechanical coupling coefficient |
Dynamic viscosity, Pa.s | ||
Acoustic angular frequency or resonance angular frequency of transducer, rad/s | Mass flow rate ratio of liquid desiccant to air; or the ratio of the outer radius to the inner radius of the metal cylindrical shell |
||
Surface tension, N/m; or stress, Pa |
Tortuosity factor | ||
Closest approach parameter of the Pitzer-Debye-Huckel equation |
Extension factor of the conical rod | ||
Vibration displacement, m | Increment or absolute error | ||
Vibration velocity, m/s | |||
Subscripts | |||
a | Air | e | Equivalent size of pore in the packed bed; or equilibrium state; or effective |
ads | Adsorption | env | Environmental or ambient |
ave | Average | f | Falling |
c | Cool fluid | fc | Front cover of the transducer |
dry | Dry sample | g | gas |
des | Desorption | h | Hot fluid |
deh | Air dehumidifier | hx | Heat exchanger |
in | Inlet | Saturated sate | |
i | Inner surface | SRC | Short-range contribution to the activity of molecules |
ini | Initial state | reg | Regenerator or regeneration |
K | Knudsen | rc | Rear cover of the transducer |
LRC | Long-range contribution to the activity of molecules | Solid desiccant or liquid droplet | |
m | Mechanical; or mean value | syn | Synergistic effect |
mcs | Metal thin-walled cylindrical shell | ta | At the regeneration air temperature |
mole | Molar | tar | Target (or terminal) value |
min | Minimum | teff | Ultrasonic heating effect |
max | Maximum | ||
mcs | Metal cylindrical shell | ts | At the solution temperature |
NU | Without ultrasonic radiation | T | Ultrasonic transducer |
o | On the radiation surface of ultrasonic transducer; or outer surface | U | In the presence of an ultrasonic field |
ord | Ordinary | v | At constant volume |
out | Outlet | veff | Ultrasonic mechanical effect |
p | At constant pressure | vap | Vapor or vaporization |
pc | Piezoelectric ceramic | w | Moisture or water |