Mathematical model of desiccant dehumidifier.
Have a look here
https://www.math.uni-leipzig.de/~miersemann/pdebook.pdf
http://jingweizhu.weebly.com/uploads/1/3/5/4/13548262/partial-differential-equations.pdf
https://www.math.ucla.edu/~yanovsky/handbooks/PDEs.pdf
http://web.math.ucsb.edu/~grigoryan/124A.pdf
http://www-eng.lbl.gov/~shuman/NEXT/MATERIALS%26COMPONENTS/Xe_damage/Crank-The-Mathematics-of-Diffusion.pdf
http://drarasteh.iauq.ac.ir/assets/subdomains/drarasteh/file/CONDUCTION%20HEAT%20TRANSFER(Vedat%20S_%20Arpaci)(1966).pdf
http://www.ees.nmt.edu/outside/courses/hyd510/PDFs/SupplementaryReadings/Crank_1975_Diffusion.pdf
http://www.mie.uth.gr/labs/ltte/grk/pubs/ahtt.pdf
https://www.scribd.com/doc/63559781/Carslaw-and-Jaeger-Conduction-of-Heat-in-Solids-1959-ISBN-0198533683
Dear Dr.
D.B. Jani
Greating!
You can read the following papers and books
https://b-ok.cc/s/?q=solution+of++PDE+Mathematical+model+of+desiccant+dehumidifier.
https://www.researchgate.net/publication/261238175_Mathematical_modelling_and_simulation_of_the_dehumidifier_for_the_tropical_region_of_Malaysia
http://www.scielo.br/pdf/bjce/v30n4/a11v30n4.pdf
/www.researchgate.net/post/What_would_you_recommend_as_the_best_textbook_on_Partial_Differential_Equations_PDEs
https://www.academia.edu/20687152/A_MATHEMATICAL_MODEL_FOR_A_FIXED_DESICCANT_BED_DEHUMIDIFIER_CONCERNING_ACKERMANN_CORRECTION_FACTOR
With best wishes.
About the general topic, I found satisfying "Partial Differential Equations" by L.C. Evans, that treats different approaches; but there are many other books.
About dehumidifier, I am sorry, I don't know.
Thank you Stefano Bertoni sir for your reply.
Thank you Loopinder Sood sir for your help and support.
Thank you A. M. Abdallah sir for your help and support.
Thank you Pascale Royer sir for you help and support.
Thank you Youssef el Alaoui for your help and support.
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