Enhanced Groundwater Aeration with a Geometrically Constrained Vortex.

Klymenko, Roman; Cerutti, Leticia; Colombo, Marcos B. A.; Fuchs, Elmar C.; Woisetschläger, Jakob; Hoeben, Wilfred F. L. M.; Agostinho, Luewton L. F.

This paper presents an experimental study comparing the aeration efficiencies of hyperbolic funnels and a cylindrical reactor, focusing on key parameters such as dissolved oxygen (DO) concentration, standard oxygen transfer rate (SOTR20), and standard aeration efficiency (SAE). The unique geometry of the hyperbolic funnel induces a helical water flow, which expands the gas–liquid interfacial area within the water vortex, thereby enhancing aeration efficiency via vortex dynamics. The cylindrical reactor forms larger water "umbrellas" at its outlet due to increased internal water pressure, specifically optimizing the umbrella-driven aeration. The study also evaluated a three-funnel cascade system, demonstrating that a single funnel operating in the umbrella regime is more aeration-efficient than multiple funnels in cascade, as additional funnels reduce the SAE, due to the increased pumping height required. Further experiments using 3D-printed funnels investigated the influence of outlet diameter on flow rates and aeration efficiency. Our results indicated that larger outlet diameters allowed higher flow rates and umbrella sizes, yielding a superior aeration efficiency and outperforming all other reactors tested. The study also highlights the importance of funnel positioning relative to the water reservoir, which significantly influences both the SOTR20 and SAE. For the reactor investigated, a height of 75 cm was optimal for balancing both parameters. Whereas the SOTR20 values of the lab reactors were lower than those of commercial systems, due to the lower flow rates, the SAE values were notably high, surpassing those of mechanical aeration systems. Our findings suggest that hyperbolic funnels are a promising and highly efficient alternative for wastewater and groundwater aeration, with a strong potential for scalability.

HYPERBOLIC geometry; WATER pressure; GROUNDWATER; SCALABILITY; SEWAGE

Water (20734441), 2025, Vol 17, Issue 4, p506

2073-4441

Academic Journal

10.3390/w17040506