Competitive Advantages
- Increases wastewater treatment capacity without increasing the size or footprint of the system itself.
- Reduces operational costs of wastewater treatment.
- Offers a more environmentally friendly method by reducing energy consumption and creating a more efficient system.
Summary
A standard wastewater treatment system today must increase the size of their facility and/or increase their carbon footprint in order to increase the system’s overall throughput. This has both economic and environmental consequences that would be undesirable for the facility owner and the world climate alike. Our inventors have come up with an alternative that will increase the throughput of wastewater treatment systems without significantly increasing the size or footprint of the system. This is achieved by using a membrane filter system instead of the current biological processes that create constraints on the process. Therefore, this technology will provide civic, environmental, and economic improvements to today’s wastewater treatment systems.
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Improved Wastewater Treatment System
Desired Partnerships
- License
- Sponsored Research
- Co-Development