Articles
Membrane Separation Processes in Wastewater Treatment
{"ops":[{"attributes":{"align":"center"},"insert":"\n"},{"insert":" Introduction: The Need for Advanced Water Treatment Solutions"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nClean water is essential for all life, yet due to "},{"attributes":{"bold":true},"insert":"industrialization"},{"insert":" and "},{"attributes":{"bold":true},"insert":"population growth"},{"insert":", water scarcity and contamination are increasing. Only 3% of the world’s water is suitable for drinking and agriculture. Contaminants like "},{"attributes":{"bold":true},"insert":"heavy metals"},{"insert":", "},{"attributes":{"bold":true},"insert":"cyanides"},{"insert":", and "},{"attributes":{"bold":true},"insert":"dyes"},{"insert":" are escalating globally.\n\nIn this context, "},{"attributes":{"bold":true},"insert":"membrane separation processes"},{"insert":" have emerged as a highly effective "},{"attributes":{"bold":true},"insert":"wastewater treatment"},{"insert":" technology. With advancements in "},{"attributes":{"bold":true},"insert":"nanotechnology"},{"insert":", membrane systems now enhance treatment efficiency and allow for safe reuse of industrial water, including in "},{"attributes":{"bold":true},"insert":"food manufacturing facilities"},{"insert":".\n\nKey Challenges in Wastewater Treatment"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nDespite the effectiveness of membrane systems such as "},{"attributes":{"bold":true},"insert":"microfiltration (MF)"},{"insert":", "},{"attributes":{"bold":true},"insert":"ultrafiltration (UF)"},{"insert":", "},{"attributes":{"bold":true},"insert":"nanofiltration (NF)"},{"insert":", and "},{"attributes":{"bold":true},"insert":"reverse osmosis (RO)"},{"insert":", several challenges persist:\n\n"},{"attributes":{"bold":true},"insert":"Membrane fouling"},{"insert":" due to deposition of inorganic substances, microorganisms, or solute absorption"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"High maintenance costs"},{"insert":" from frequent cleaning"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Reduced membrane performance"},{"insert":" over time"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Short lifespan"},{"insert":" of polymer-based membranes"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\nThis is particularly relevant to "},{"attributes":{"bold":true},"insert":"food processing consultants"},{"insert":" and "},{"attributes":{"bold":true},"insert":"food factory design engineers"},{"insert":" who must ensure reliable water reuse systems with minimal operational downtime.\n\nTypes of Membrane Separation Technologies"},{"attributes":{"header":2},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"1. Microfiltration (MF)"},{"attributes":{"header":3},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Separation size:"},{"insert":" 0.1–0.2 µm"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Applications:"},{"insert":" Pre-treatment for NF and RO"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Advantages:"},{"insert":" Reduces fouling, low-pressure operation"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Limitations:"},{"insert":" Ineffective against viruses and dissolved solids"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"Used as a "},{"attributes":{"bold":true},"insert":"pretreatment step"},{"insert":" in "},{"attributes":{"bold":true},"insert":"food processing facilities"},{"insert":" to ensure cleaner feed 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"}},{"attributes":{"align":"center"},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"2. Ultrafiltration (UF)"},{"attributes":{"header":3},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Separation size:"},{"insert":" 0.005–10 µm"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Applications:"},{"insert":" Removal of suspended solids, pathogens, and macromolecules"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Limitations:"},{"insert":" Does not remove dissolved inorganic substances"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"Ideal for "},{"attributes":{"bold":true},"insert":"food industry wastewater"},{"insert":", especially in dairy or beverage plants requiring sterile water."},{"attributes":{"align":"justify"},"insert":"\n\n\n\n"},{"attributes":{"bold":true},"insert":" 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"}},{"attributes":{"align":"center"},"insert":"\n"},{"attributes":{"bold":true},"insert":" 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Nanofiltration (NF)"},{"attributes":{"header":3},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Separation size:"},{"insert":" 200–1000 Da molecular weight"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Applications:"},{"insert":" Water softening, dechlorination, organic compound removal"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Limitations:"},{"insert":" Still in R&D for large-scale commercial use"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"Provides "},{"attributes":{"bold":true},"insert":"value-added wastewater treatment"},{"insert":" for "},{"attributes":{"bold":true},"insert":"food manufacturing consultants"},{"insert":" seeking eco-efficient 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"}},{"attributes":{"align":"center"},"insert":"\n"},{"attributes":{"bold":true},"insert":" "},{"insert":"\n"},{"attributes":{"header":3},"insert":"\n\n"},{"attributes":{"bold":true},"insert":"4. Reverse Osmosis (RO)"},{"attributes":{"header":3},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Separation size:"},{"insert":" Up to 0.1 nm"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Applications:"},{"insert":" Removal of all dissolved solids, bacteria, and viruses"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Advantages:"},{"insert":" Converts hard water to soft water"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Limitations:"},{"insert":" High pressure requirements, expensive membranes"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"Critical in "},{"attributes":{"bold":true},"insert":"food processing plants"},{"insert":" for ensuring ultra-pure water for sensitive processes like brewing or bottling."},{"attributes":{"align":"justify"},"insert":"\n\n\n\n"},{"insert":" 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"}},{"attributes":{"align":"center"},"insert":"\n\n\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"Applications in the Food Industry and Beyond"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nMembrane technology supports:\n\n"},{"attributes":{"bold":true},"insert":"Industrial water reuse"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Recycling of process water"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"High-purity water"},{"insert":" for "},{"attributes":{"bold":true},"insert":"food plant operations"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Effluent treatment"},{"insert":" in food processing zones"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\nThis is especially relevant for "},{"attributes":{"bold":true},"insert":"food technology consultants"},{"insert":" and "},{"attributes":{"bold":true},"insert":"engineering firms"},{"insert":" designing "},{"attributes":{"bold":true},"insert":"turnkey food factories"},{"insert":".\n"},{"attributes":{"header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"Key Engineering Focus Areas:"},{"attributes":{"header":3},"insert":"\n"},{"insert":"\nMonitoring and controlling "},{"attributes":{"bold":true},"insert":"membrane fouling"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Integration with "},{"attributes":{"bold":true},"insert":"sensor technology"},{"insert":" for smart water management"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Development of "},{"attributes":{"bold":true},"insert":"high-strength, anti-pollution membranes"},{"insert":" for long-term use"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":" "},{"attributes":{"color":"white","bold":true},"insert":"Membrane 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"}},{"attributes":{"color":"white","bold":true},"insert":"Driven "},{"attributes":{"align":"center"},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n\n"},{"attributes":{"color":"white","bold":true},"insert":"force"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"Conclusion"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nMembrane separation technology offers sustainable, efficient solutions for "},{"attributes":{"bold":true},"insert":"industrial wastewater management"},{"insert":". For the "},{"attributes":{"bold":true},"insert":"food manufacturing industry"},{"insert":", it supports "},{"attributes":{"bold":true},"insert":"water efficiency"},{"insert":", "},{"attributes":{"bold":true},"insert":"regulatory compliance"},{"insert":", and "},{"attributes":{"bold":true},"insert":"cost savings"},{"insert":"—a key interest for "},{"attributes":{"bold":true},"insert":"food business consultants"},{"insert":", "},{"attributes":{"bold":true},"insert":"food processing consultants"},{"insert":", and "},{"attributes":{"bold":true},"insert":"engineering consulting firms"},{"insert":".\n\nWhile issues like fouling and membrane cost remain, continuous R&D is paving the way for "},{"attributes":{"bold":true},"insert":"next-gen, high-performance membranes"},{"insert":". These innovations promise enhanced scalability, longer lifespan, and more widespread use in "},{"attributes":{"bold":true},"insert":"food factory design"},{"insert":" and "},{"attributes":{"bold":true},"insert":"project-managed water treatment solutions"},{"insert":".\n"}]}