编辑信息 |
Editor-in-Chief Swansea University College of Engineering, Swansea, United Kingdom membrane separation, Desalination, water treatmentSI Editor University of Technology Sydney School of Civil and Environmental Engineering, Broadway, Australia Forward osmosis, Membrane distillation, Mixed matrix membrane, Resource recovery, Membrane technologyEditors University of Southern California, Los Angeles, California, United States water treatment, wastewater reclamation, desalination, membrane processes, reverse osmosis![Jaeweon Cho, PhD](data:image/jpeg;base64,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Jaeweon Cho, PhDUlsan National Institute of Science and Technology School of Urban and Environmental Engineering, Ulsan, Korea, Republic of![Mikel 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Mikel DukeVictoria University, Melbourne, Australia Chinese Academy of Sciences, Beijing, China Membrane fabrication; resource recovery using membrane extraction/ adsorption; treatment of high salinity waste (Membrane distillation/Forward osmosis); acid/base/solvent resistant nanofiltration membranes University Complutense of Madrid, Department of Structure of Matter, Thermal Physics and Electronics, Madrid, Spain Membrane Science and Nanotechnology. Desalination and water treatment. Advanced membranes. Solar energy University of Technology Sydney School of Civil and Environmental Engineering, Broadway, Australia Forward osmosis, Membrane distillation, Mixed matrix membrane, Resource recovery, Membrane technologyAdvisory Board ![Menachem Elimelech](data:image/jpeg;base64,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) Menachem ElimelechYale University, New Haven, Connecticut, United States Nanyang Technological University, Singapore, Singapore Desalination; membranes and water; membrane bioreactors; fouling; energy issues University of Technology Malaysia School of Chemical & Energy EngineeringAdvanced Membrane Technology Research Centre, Johor Bahru, Malaysia Membrane Technology, Gas Separation, Reverse Osmosis, Water Desalination, Nanofiltration, Water Treatment, Nanostructured Materials![Anastasios J. Karabelas](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/4REYRXhpZgAATU0AKgAAAAgABAE7AAIAAAAaAAAISodpAAQAAAABAAAIZJydAAEAAAA0AAAQ3OocAAcAAAgMAAAAPgAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFBpcmVzLCBDYXRhcmluYSAoRUxTLU9YRikAAAWQAwACAAAAFAAAELKQBAACAAAAFAAAEMaSkQACAAAAAzgzAACSkgACAAAAAzgzAADqHAAHAAAIDAAACKYAAAAAHOoAAAAIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA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Anastasios J. KarabelasCentre for Research and Technology-Hellas, Thessaloniki, Greece![Raphael 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Raphael SemiatTechnion Israel Institute of Technology Faculty of Chemical Engineering, Haifa, IsraelEditorial Board Wetsus, Leeuwarden, Netherlands Dow Chemical Iberica SL, Madrid, Spain Water treatment, water desalination, environment, risk prevention University of California Los Angeles, Los Angeles, California, United States![E. 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E. DrioliIRMERC-CHR,Inst. on Membrane & Modelling of Chem. Reactors,Università della Calabria, Arcavacata di Rende, Italy![N. Ghaffour](data:image/jpeg;base64,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) N. GhaffourKing Abdullah University of Science and Technology, Thuwal, Saudi Arabia Victoria University Institute for Sustainable Industries and Liveable Cities, Melbourne, Victoria, Australia Membrane technology, wastewater treatment, membrane fabrication New York University - Abu Dhabi Campus, Abu Dhabi, United Arab Emirates Technion Israel Institute of Technology, Haifa, Israel High recovery desalination processes, Donnan dialysis as a new water purification technique, Desalinated water Re-mineralization processes, Scaling and anti-scaling mechanisms, Electro-chemical scale removal techniques Korea University School of Civil Environmental and Architectural Engineering, Seongbuk-gu, Korea, Republic of Seawater desalination, Osmosis membranes (RO, FO, PRO), Membrane fouling control, Membrane integrated water treatment process, Elector-based Desalination (CDI)![N. Kabay](data:image/jpeg;base64,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) N. KabayEge University, İzmir, Turkey Toray Industries Inc, Chuo-Ku, Japan Saline Water Conversion,![C. Lee](data:image/jpeg;base64,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) C. LeeUlsan National Institute of Science and Technology, Ulsan, Korea, Republic of![J. H. Lienhard V](data:image/jpeg;base64,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) J. H. Lienhard VMassachusetts Institute of Technology, Cambridge, Massachusetts, United States![X. Lu](data:image/jpeg;base64,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) X. LuHainan Tropical Ocean University, Sanya, China Wastewater treatment and reuse, Membrane technology, Disposal of residual sludge and solid wastes, Catalysts, Treatment of leachate![J. McCutcheon](data:image/jpeg;base64,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) J. McCutcheonUniversity of Connecticut, Storrs, Connecticut, United States University of California Berkeley, Berkeley, California, United States Environmental Engineering![I. Mujtaba](data:image/jpeg;base64,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) I. MujtabaUniversity of Bradford, Bradford, United Kingdom![V Naddeo, PhD](data:image/jpeg;base64,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) V Naddeo, PhDUniversity of Salerno Department of Civil Engineering Sanitary Environmental Engineering Division (SEED), Fisciano, Italy Contaminants of emerging concern, Electrochemical process, Membrane Bioreactors (MBRs), Sustainable Desalination, Water-Energy-Nexus![K. C. 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K. C. NgKing Abdullah University of Science and Technology, Thuwal, Saudi Arabia University of Technology Sydney, Faculty of Engineering and IT, Centre for Technology in Water and Wastewater, School of Civil and Environmental Engineering, Broadway, New South Wales, Australia Membrane bioreactor, Pressure driven membrane processes, Forward osmosis, Membrane distillation, Facilitated transport membrane, Membrane electrolysis, Desalination, Water reuse, Biological wastewater treatment, Anaerobic digestion, Emerging organic contaminants, Energy and resource recovery from waste and wastewater![T. 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T. PankratzTexas Living Waters Project, Houston, Texas, United States![S. 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S. SarpSwansea University, Swansea, United Kingdom University of Technology Sydney School of Civil and Environmental Engineering, Broadway, Australia Forward osmosis, Membrane distillation, Mixed matrix membrane, Resource recovery, Membrane technology![V.M. Starov](data:image/jpeg;base64,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) V.M. StarovLoughborough University, Loughborough, United Kingdom University of Hong Kong Department of Civil Engineering, Hong Kong, Hong KongDesalination, Water reuse, Fouling, Membrane characterization, Membrane process![S. Vigneswaran](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEASABIAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCABkAGQDASIAAhEBAxEB/8QAHAAAAAcBAQAAAAAAAAAAAAAAAAIDBAUGBwEI/8QAOhAAAgEDAgQEAwcDAQkAAAAAAQIDAAQRBSEGEjFBEyJRYRRxgQcjMkKRobFiwdFSFiQzQ0RTg7Lh/8QAGQEAAgMBAAAAAAAAAAAAAAAAAQMAAgQF/8QAIBEAAgMAAgIDAQAAAAAAAAAAAAECAxESIQQxIkFRMv/aAAwDAQACEQMRAD8A0Z9Rtzw5daZFHKzSW5SMH3GPp61XeGbS80TxWlt2VQo5FLDBPuKk7eLDM2fLzDB9qczLsxI9NqxubHKtIhtStDd6sb+JEhBA6vkZ+Xasr4onF5qkVhG5Qz3SxlV6LzHBrZDDlQD3Jz71jvF1jLB9pOlQQRZklmhkHJ+bL+n0P6Vav2ySib3JP8Pp0NrABHDDGsaKOgAGP4qu3tw8jFxk4O1UPWvtC1m3vvBhgt0tWYiKJm85RTgnA3z16091Li2Wx0uK5NtzNcRq6ZP4s1nsUm1rOhVKEU+iabWbm3mOGYDHrtVC17Xbmx4jg1KCbkckeIQcDI9R8qbDi+5vXMc9r4Ks3LzxtzFT7+lV7iW8zHAHUcykkH/VTKYSjLGJvlGUW0ekNCu7fV9Ds7+N3ZZkB8xzhgdwfqDTPVwHbbOQd6pv2J3013w9ewyy5W2n8gJ6Bl3/AHH71c9VHM52H60ZLG0IXaIpkCx5O1PYVVlHLTcRscZOB8qeRqECZU4BHSgWAVJJ9qFGYHmOFoVCD2OIrGc+uaNKuxpUFfCVV2OAc+tJyKXzhSPnUANyPwfWoy40C3uuMdC1F0AuIJJE5h3UxOAfoxBqW8MsB6ii3BkFnI0ZKych5DnvjH0qa16Clrwg9T4R0i/1+CF5lFwVLGOFAByjqSSds+oGaj+MtLtZr62tY1VYYY+ReTsAKjbdrn/aC4aeymuy6BQ8RAMYJ369OnaoTVmura8V7r49V5j5nU7Z7DB3pWaujZvF9jscFwTP8U0kZDeYOG3O3Xpn96pXF+kyNezeAQsFnDzuzd8nGBVvttTk+EdYzIsYc45xgj2qK1e3k1Ge1sYIZpLvULiOEBU2KjDY5umavS5c9KXKPAQ4ZTUuG7W2u7CZobt15pY2/C47KwrQrHjbT9ZTF1y2d6gw8MrABvdW6Y9qY67w7NpxaWMtLa92A3X2b296qF/pqXMZHL5h370x/J6ZF0aSmracv/W2437yD/NOxrGljDnULbA6jxV/zWIcz2cnhXS5B/DJTgoCoYAEEZFTiRs2htc0cNvqdmP/ADL/AJoV5/vxy3AAUfhHahU4MHI9TRxr8OjD/SP4otwOn9qUgObOH3Rf4o/w0l03hwplu4PQfWqpNh39GQ3UHpvS9rYT3jjkTykHLnoP81Lw6Rb20Ie7bxCm+MeUVJQ3Nq6lYZYiFGSqsNhTo1P7KSs/DMtT02LR9auYnk+7dVKyA7geh96o95Z2guW5JZZQpOA4B3/Srlr934/HV5DMha0urFApJ/OpbJH0P8VTb7TpIrmWNSWiz5W5Tms1iUZNadCpyda0jbi4RDgkBM5wO5rUPszsIbzhaS5kjVjLdySQMwzycvkyD26GsyXSJb28hsLVc3l1J4cfcptksfYAE/St40OwtOHtHtNPEkUMNvGI0LsFO3c56k7mtHjx3tejN5La+P2NbvTZEVg6AA9Qdw3tWea1w2Y3knsB5Bu8IH4fcetbK7qwVvLJGw65yPmKrutcPTXMYm01vN3jJxgexoyqa/kRGafswy9sBPGwkicA7bociq7LBcaaxBVngJ7jce9bMBNbzOkrPHMhIdX9adpIzg8xDb91B/tStZfpnn6/YS3AZSSOUdBQr0GIVfLGCHOf+2tCjzZOI+03XtPubezt47gGWTljVSvVumKvdvbJbRBE6927msk4H0wycVWo2aGAPP8AIgYH7mthHTem0rrWJm9ZwqCMEdsHam8lnH4hmVQsmMZAwSKdUWQ+Q08oVnWNGt7q2cPCBMMSRSIMEMO3tmqLHo9zqN40FtaxyzE+bnQoEH9WK1m45FjDMMjFQkQ1CVna2MNsjHfkjBLfMnfPvS7KFY0x9XkSri4lattFtOGJ2eFviNZaPkM5H3duCdwi+vQe4Az6Upa6UHQ5Qvncl/MWPuT396sMWg/eGWeVnYnLE96fpaxxgAYx2p0YqKxCZScnrIzRNLbTlmRDy28h5/C7B+7KOx9fWpxX8JM984AoqjGDjApO4kEbxlhsoLkD9qL7AI6ppVnqcZ8ZFSXl5VmAwyfP1HtVJeB7S7e3kXzKSDjv7irpzkR+Yks3m+vX9KhdbhX4mGZf+Yhzt6GkWwXFsZXLvCLVcLQpZRt1/ahWUeSnA2nwW+lLdJCiySxrlh1buf7VZoZeZ5UP5Wz9DUZwuvh8K2BJA5oA36jalEnEd2AoAaRWOfl7Vsrj8TK32S+RjrRJfw4rkSckYycnqTXGOc1dAEboeJAB67frSioI0CqM/SiBiYFyPNzfpS6KFTpg+9R6QTfYEYpMhVjGep6UrJsTmml3LytGtWRAxYeIBnbFMZ5PEv8AkYhY40HN+uaVaVUJftUTBL8Rq9xzHKLgY+QzRwA/Z+aeMf0scelMblI5YgsmSImJ5ebsdv5Fdt5DLds+4HQVyaRopZeQDmAyM9PWqWLY4Wg8kIJyBeURJHy7FTQqJM3nctIuSx6McUK5umvC/W9qlpYQ2q7pDGsY+gxUYh8XWYmI2PMoHpt/8p9qF8kOYg3mPWmEDrE8crbczhVz13711YroxE8xAXrSEkqqQpwS2wo4QlMMdycn5U1fmluSQNkqqCHj3IAzgNneus7pOPOcHtRIyFBZmwM96J5p5wxOFVc0QC7NzLntUddzBpwOw604ldxBIIjhipw3oaqV0t4jH79mz3o4EmLm6jEZHOM5AquaFdzXE+ozrMzRtLIPDdBth+X+1IvLcKwLAkDehw3AbeG9RpC/NcO6sdjhjzY/eikAsWnjznJ3zSlwCbrA/NtvRNO2ds9qPcn/AHpCezChhDDrnjDXpLqYLeNCEcpyIAAMUKjLqJ01K/BeIH4qUkMcfmNCudwj+GrnI9NfDwW1uJ0iUyt1Zt6h76V2++ZyXBBBPbehQrpx9GUtROSNu9N4/wDgv6+tChS0E7GodPNvQuMRQEoAM0KFQA0i3TBqJuEXxHGNgdqFCrEGLRowBKiq5wrf3F5qGvrM+RDqkkKADGEVFwPpQoVZELfp7HlJ965dEmbP9QoUKqQ8/agebUrokDJmk/8AY0KFCsJoP//Z) S. VigneswaranUniversity of Technology Sydney School of Civil and Environmental Engineering, Broadway, Australia Nanyang Technological University, Singapore, Singapore![X. Yang](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEASABIAAD/4QM/RXhpZgAATU0AKgAAAAgACwEPAAIAAAAJAAAAkgEQAAIAAAANAAAAmwESAAMAAAABAAG1AQEaAAUAAAABAAAAqAEbAAUAAAABAAAAsAEoAAMAAAABAAK1AQExAAIAAAAOAAAAuAEyAAIAAAAUAAAAxgITAAMAAAABAAK1AYKYAAIAAAAFAAAA2odpAAQAAAABAAAA3wAAAABGVUpJRklMTQBGaW5lUGl4UzJQcm8AAAr8gAAAJxAACvyAAAAnEHd3dy5tZWl0dS5jb20AMjAxMzowNDoxMCAxOToyNDoxMQAgICAgAAAlgpoABQAAAAEAAAKhgp0ABQAAAAEAAAKpiCIAAwAAAAEAAbUBiCcAAwAAAAEAyLUBkAAABwAAAAQwMjIwkAMAAgAAABQAAAKxkAQAAgAAABQAAALFkQEABwAAAAQBAgMAkQIABQAAAAEAAALZkgEACgAAAAEAAALhkgIABQAAAAEAAALpkgMACgAAAAEAAALxkgQACgAAAAEAAAL5kgcAAwAAAAEAAwAAkggAAwAAAAEAAAAAkgkAAwAAAAEAAAAAkgoABQAAAAEAAAMBoAAABwAAAAQwMTAwoAEAAwAAAAEAAQAAoAIABAAAAAEAAAkAoAMABAAAAAEAAAYAoAUABAAAAAEAAAMZog4ABQAAAAEAAAMJog8ABQAAAAEAAAMRohAAAwAAAAEAAwAAohcAAwAAAAEAAgAAowAABwAAAAEDAAAAowEABwAAAAEBAAAApAEAAwAAAAEAAAAApAIAAwAAAAEAAQAApAMAAwAAAAEAAAAApAUAAwAAAAEASwAApAYAAwAAAAEAAAAApAgAAwAAAAEAAQAApAkAAwAAAAEAAQAApAoAAwAAAAEAAAAApAwAAwAAAAEAAAAAAAAAAAAAAAoAAAOEAAADtgAAAGQyMDEzOjA0OjEwIDE5OjUwOjQ4ADIwMTM6MDQ6MTAgMTk6NTA6NDgAAAAAIAAAAAoAAAKKAAAAZAAAAooAAABkAAAAUwAAAGQAAAAAAAAAZAAAE4gAAABkAAAD7wAAAAEAAAPvAAAAAQACAAEAAgAAAARSOTgAAAIABwAAAAQwMTAwAAAAAP/bAEMACAYGBwYFCAcHBwkJCAoMFA0MCwsMGRITDxQdGh8eHRocHCAkLicgIiwjHBwoNyksMDE0NDQfJzk9ODI8LjM0Mv/bAEMBCQkJDAsMGA0NGDIhHCEyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMv/AABEIAGQAZAMBIgACEQEDEQH/xAAcAAEAAgIDAQAAAAAAAAAAAAAABgcBCAMEBQL/xAA2EAABAwIFAQYEBQMFAAAAAAABAAIDBBEFBhIhMUEHE1FhgaEUIjJxI2KRscEVcoJCstHh8P/EABkBAAIDAQAAAAAAAAAAAAAAAAADAQIEBf/EAB8RAAICAgIDAQAAAAAAAAAAAAABAhEDMRIhBCJRQf/aAAwDAQACEQMRAD8Av9ERABEWOqACyvOxrGaLAcOkrq+URws9S49AB1VSV3bTXPqZYqDDYGs0nSZH7s8yRsquSiWjByLsWFrK7tRzQ6oDv6rKwA7aQ0j9CLFT/K/a53k8dLj4a1r7aaqNmm39zbnbzHChZEWeKRbayuOF7JY2yRua9jhqa5puCD4FcgVxYREQAREQAREQAWDssrwc6YmcHydita362U7ms/ud8rfchQwRR/aRmx+ZMwPpaWQnD6VxihDTs93V/wBiePIBRmfAq74LvGwP7p31OA/dd/JeHsxHFDJKNUcW4B3F1cNNSsDNBjBba1iLg+nVYsmTs6GLH6mvRw6WN+l3HiuSpqGxRsiFiW2N/BXHj+RKXEGPkoHCnn57sg6HH03b6XVRY/l3FMDntXUsrGX2lALmO/yGyZGd9C8mNx0Wv2OZxfNMcv1shcC0vpS83Itu5n6bq528LTvL+JyYTjVFWROs6GZjwfsf+LhbgwSCWFkjfpeA4fYp0H+Gaa7s5EREwoEREAEREAFDO0qOGqy9DQTi7KmoaC3Vp1WBNv1A/RTNV52uPkpsvUdbGLmmrGPt4+XrZUnfF0XhXJWQjJ2GmgpKuEt3FQ7du5Ldre3gvbdjtLFVwwNpa2CaS+iVrbg25JHkuDBq6kdOZKWaOSCUB7S0g89FJe6hk+c2bZc+/p00jIxCUQCbkeNvdR+ozDh9VUVFHWzVErgLyRth/DaCbXPlvypIXsdSONvkBC6raWFp7wNbv1U2TRV2Yco0sGIUslE3RDUyEOFr6R42WweXJnT5bw6R/wBZp2B33DQD+yq3NNU2nw2pqm3DqeN3dn87hpbZT3s5m7/IGEOJJIh0m5udiQtPjybMfkxSJSiItJkCIiACIiACivaNh/8AUcjYkwAl8Ufftt4tNz7XUqXTxWNs2E1kThdr4HtP2LSoeiVs1ZybXsw/MzoXnSyrboB/Py3+Qrd+LhjgEkriWEb2H/S1/rQ5p1NJDmu+UjoRwrayljbsQwOknqiO8c2z3+JGyxZo6ZvwT3E9j4qn3c3FKlsRdq0ljjby44Xdkq2zxaoXFjLW3G//ALhcJZRau87y58C/ZRHO2PyUuETNoXWe4hhk8AfBKq3Rom1FWRzMmKvxHHqlsVRI6miAjDQ46S4cut9zb0V6dkspkyFTA/6JpG+9/wCVrVh7rtIub788rYzsdlD8luZf5mVLwfZbYKnXw5uSXJcvpYSIEThIREQARY6rwcaxgwOdTUziJB9bh08h5qG6A917msF3EAeJNlF83Zqw7CstYnMapglZA9kY6ueQQ0D1svEkqJZj+JK9++2o3KgHarOYstwNaRd9QAfRpKq5dFku+yr3yNluOTYXVgZGhc/AwwdHOt9rqsaeTTLY3txz6K88lYU+jw6jimteePv4nW5B5b997+qz5l6pGnA/ZsxJQPft4qNZ1oe5wEWHErL+6tIUDAOCLA7ddlX/AGmPEGCOhYAO7mYXv/Mb2aPPr6JEI+yNM36srKnHdfOdgr+7EJRLlquI6VI/2ha4uqy4W2A6AK3ux6vq6PC8QmilLWOnaNPIuG34O3VbtM5+4mwI4WVG6DMveuaypjaL8vbwPupExzXsDmkFp3BCumLo+kRFIHw8hrXOPAFyq4qKh0kxncbmSS5/yKnuMS9zhFXJ4RO/ZV1ONVO7QbENuPHxFvZVkSjsWDmnpY7FRPP+DyYrl57Y2kyRESAW5spLT1Ik1EkAttsODcA/yuaYNmvFsbji/KqBrLofHIWubZwNiD0WyuA93ieVsPfDIGOETHQyDfQ4Dm3sR1BIVdZzyS6Z0mIYXAXTNN5YGgXcPEDqQuPs3zRNhFU7CawP+EJ+UEWdEfXgJeRX2PxSrotg4k90boY6V7awD6Xt/DafEnw6gdbHzVN9qOO0rzT4NSTGZ0LzLUS3vqf5+asXNrcXrcMdBhdU2J2ganAX+r5jY9OVTgyHjdRVlndO3O73OuqRST7GTk+PRFWchu9+OPNXf2a0ctJlMd5GWmWZzxfqNh/C8nA+zmnow2Wr/Fm6A7NCsKkYyGnbENP4YtYJ5ks7AkDDpAPmpJlqtc6WSlc6406273+6iQqGvndHYbEO56L1suTh2MwO6PLm+xUgT0cIsDhFcg8nMpIwCq8wB7hQWA3jYOlrIiXLZP4dSMBtTrA3a11v1K7UIFbGGyANJF9TNiD5FEUIDjoJ5KhknekOMbtIdbcjzXI7CaCqrDPLSxGVg2fbc+R8kREtEx2SOmw2kZStayFrGtaLNbsAvHna0zOGkAA2ACIqQ2Mm3R0dPxE8sbyQyNtwGm19+q60dTI5z33A0vLWtAsAERMYo6zBesrXXO0jWAX6HlSXBWhuMUYHAfb90RQBYKIiaQf/2Q==) X. YangVictoria University, Melbourne, Australia
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