Modeling in Membranes and Membrane-Based Processes

Anirban Roy, Siddhartha Moulik, Reddi Kamesh, Aditi Mullick

• Publisher: Wiley-Scrivener
• Year: 2020
• ISBN:
  9781119536277
• Edition: 1
• Topic: Physical Sciences
• Subtopic: Analytic Chemistry

The book Modeling in Membranes and Membrane-Based Processes is based on the idea of developing a reference which will cover most relevant and "state-of-the-art" approaches in membrane modeling. This book explores almost every major aspect of modeling and the techniques applied in membrane separation studies and applications. This includes first principle-based models, thermodynamics models, computational fluid dynamics simulations, molecular dynamics simulations, and artificial intelligence-based modeling for membrane separation processes. These models have been discussed in light of various applications ranging from desalination to gas separation.

In addition, this breakthrough new volume covers the fundamentals of polymer membrane pore formation mechanisms, covering not only a wide range of modeling techniques, but also has various facets of membrane-based applications. Thus, this book can be an excellent source for a holistic perspective on membranes in general, as well as a comprehensive and valuable reference work.

Whether a veteran engineer in the field or lab or a student in chemical or process engineering, this latest volume in the "Advances in Membrane Processes" is a must-have, along with the first book in the series, Membrane Processes, also available from Wiley-Scrivener.

1
Introduction: Modeling and Simulation for Membrane Processes

Anirban Roy¹*, Aditi Mullick², Anupam Mukherjee¹ and Siddhartha Moulik^2†

¹ Department of Chemical Engineering, BITS Pilani Goa Campus, Goa India

² Cavitation and Dynamics Lab, CSIR-Indian Institute of Chemical Technology, Hyderabad, India

Abstract

The chapter introduces the book to the reader. This chapter discusses about the evolution of membrane technology as well as related mathematical modeling. It is needless to state that mathematical modeling is imperative as far as industrial scale up or process feasibility analysis is concerned. However, the interplay of various mathematical modeling has contributed significantly to the development of membrane technology. From molecular interaction to transport models to computational fluid dynamics models to thermodynamic perspectives, mathematical modeling has been an “inseparable” ingredient to one of the most advanced “separation” technology devised by man.

Keywords: Mathematical modeling, simulation, membrane technology

Membrane Separation Process is a frontier area of research with diversified portfolio of applications [1]. The history of membrane based separation process can be traced back to the discovery by Thomas Graham (1805-1869) where he observed solute transported through a vegetable parchment to water. He was the first person to coin the term ‘dialysis’ for the phenomenon [2]. However, experimental inquisitiveness and industrial translation is a long road to transverse with innumerable challenges to overcome. Two world wars did not serve any good too, but definitely changed the demographic sensitivities as well as did the unthinkable [3]. The wars pushed the human civilizations to look for solutions which challenged the framework of contemporary thought processes. Biomedical engineering to nuclear technology, tremendous advances made in short periods to vanquish the enemy, laid the path for posterity. In this whole journey,mankind witnessed and experienced scarce resources become a plenty and resources, otherwise thought to be inexhaustible became challenged. Water is one such example.

Fast forward to the 1960’s, the revolutionary discovery by Sidney Loeb and S.Souirajan changed the complete scenario with invention of phase inversion technology [4-5]. The feasibility of obtaining drinking water from sea became a reality and mankind took a giant leap to it’s sustenance. Suddenly it seemed that challenges posed by nature could be overcome by technological advances. Soon the dry lands were dryno more and agricul-turebloomed, civilizations prospered and humankind advanced [4].

Similar is the story of biomedical sectors. From the world war II, “Surgeon Hero” era, where collaborative knowledge enhancement between section became restricted, this sector experienced exponential growth [3]. During World War II, the government regulations were minimum with regard to human protection from medical trials. The doctors enjoyed tremendous freedom but on the other hand, were continually pressurized to preserve a resource which ran cant life of a soldier. The doctors had to resort to desperate measures in order to preserve a dying soldier’s life and often took unthinkable risks in order to try various avenues to restore an organ/ organs for a soldier. Thus the term “Surgeon Hero” was coined as they were the indeed the less celebrated heroes of a deadly war. However during these years, a number of solutions were either tried or their seeds were sown to reap benefits later. From dental implants to intralocular lenses to vascular grafts as well as pacemakers- all were either conceived or tried, attributed to the “Surgeon Hero” era [3, 7, 8]. However, the field of membranes also had its foundation laid due to successful trials of an artificial kidney during these years, which laid to the foundation of Hemodialysis. Hemodialysis had an interesting history as during 1913-1944, as a consequence of two wars, the technological development went on simultaneously in the respective nations involved in the conflict [7-11]. However, one was oblivious of the development of other, so much so that the research of John Abel at Jokhns Hopkins was halted as anticoagulant obtained from leeches were not available. Good quality leeches were soured from Hungary which the WW I stopped to be imported to USA, thereby inhibiting development. Fast forward 1970’s, with development of capillary membranes, and Seattle groups “1 m² hypothesis”, membranes for artificial kidney became a lifesaving technology [5].

The two most important fluids in human life- water and blood- in today’s world has some relation or the other with membrane technology. Both the reverse osmosis and hemodialysis technology enjoy the major share of a membrane market. Thus, market driven needs of two most important needs for human survival has led to both maturity of technological development as well as customer segmentation. Now, membranes find application in oxygenation, hemoconcentration, artificial kidney, reverse osmosis for desalination, ultrafiltration for general water treatment, as well as for applications like bioreactor systems [6]. In fact, state of art of membranes are being researched and developed for specialized applications like generating power from salinity gradients. Technologies like Pressure Retarded Osmosis (PRO) is the next challenge where the Gibbs Energy of mixing of rivers and sea water is harvested to run turbines [7]. The membrane market is projected to reach a USD 2.8 billion by 2020 [8]. It is thus a great success story for the human race to be able to conceive, prototype, build and sustain a technology and eventually make it a commercial success. However, the most important aspect to note is that such a scale of application as well as commercial maturity took time. It took almost a century for simple “ideas” to find their way, meandering through a plethora of challenges to reach this stage. For any process or technological development at the laboratory scale, there lies innumerable hindrances towards its successful implementation at the commercial level. For developing proper understanding and related challenges for scaling up, mathematical modeling is a very important tool [9]. It provides quick insights in the parameters like flux, fouling and resistance building in membrane system [10] [11]. Modeling not only provides scaling up insights, but also helps understand the irreversibility’s occurring in modules. Membrane coupon scale results are often misleading when one tries to understand phenomenon like fouling and pressure loses [12]. Flat sheet membrane coupon scale experiments can yield certain results which can either underpredict or overpredict real life scaled up results. This can, more often than not, give rise to false expectations, thereby giving encouragement or discouragement which is false placed. There are generally three broad kinds of mathematical modeling encountered in literature. The first is modeling for transport process which involves first principle based models and simulation of results. This is the oldest approach which membrane engineers have been resorting to. From simple to fairly complicated systems can easily be solved using this approach. From liquid filtration to gas permeation, first principle based modeling approach has proven to be a versatile approach to understand membrane separation. The second type of modeling approach is based on classical thermodynamics. This approach is extremely useful for modeling systems like phase inversion and pore formation in polymer membrane synthesis [13]. Thermodynamics also helps us in understanding the entropy generation and thus related irreversibilities in processes, which in itself an indication on the probable steps which could be taken to mitigate them. Thermodynamic approach also helps us in understanding feasibility of processes and thus gives an idea on how membrane technology intervention can improve efficiencies. The third kind of modeling approach is more recent and has gained popularity over the years due to (i) advent of computers and (ii) robust algorithms to solve non-linear fluid flow equations. This is called Computational Fluid Dynamics (CFD) modeling and is now extensively used in membrane related applications [14] [15]. A schematic representation is shown in Figure 1.1.

CFD is now being implemented in areas like membrane module design, packing efficiency calculations, flow phenomena understanding and various other domains which was previously unexplored. A classic example of mathematical modeling in membrane systems is design of reverse osmosis (RO) modules [16]. While first principle based modeling and calculations were used previously t...

Table of contents

• Cover
• Table of Contents
• Acknowledgement
• 1 Introduction: Modeling and Simulation for Membrane Processes
• 2 Thermodynamics of Casting Solution in Membrane Synthesis
• 3 Computational Fluid Dynamics (CFD) Modeling in Membrane-Based Desalination Technologies
• 4 Role of Thermodynamics and Membrane Separations in Water-Energy Nexus
• 5 Modeling and Simulation for Membrane Gas Separation Processes
• 6 Gas Transport through Mixed Matrix Membranes (MMMs): Fundamentals and Modeling
• 7 Application of Molecular Dynamics Simulation to Study the Transport Properties of Carbon Nanotubes-Based Membranes
• 8 Modeling of Sorption Behaviour of Ethylene Glycol-Water Mixture Using Flory-Huggins Theory
• 9 Artificial Intelligence Model for Forecasting of Membrane Fouling in Wastewater Treatment by Membrane Technology
• 10 Membrane Technology: Transport Models and Application in Desalination Process
• Index
• End User License Agreement