Seriously, though, I don't really think the zeta potential would have much of an effect. That interesting little document on zeta potential (thanks for posting it, by the way) includes a graph on page 4, of zeta potential versus electrolyte concentration. The units for electrolyte concentration is mg/l, which I believe is approximately the same as ppm, correct? For the monovalent cation system shown (KCl), the zeta potential approaches zero at a concentration a bit above 20,000 mg/l (20,000 ppm, or 20 ppt). Assuming that another monovalent cation system (NaCl) would have a similar zeta potential versus concentration behavior, and the fact that the water we are trying to skim has an NaCl concentration above 30,000 ppm (30 ppt), it looks like the zeta potential would be close to zero.
Please feel free to correct the above if I made a major error - the cold medicine I am taking may have impaired more than just my ability to operate heavy machinery.
I would assume that differences between plastic and titanium needle-wheel rotors may have more to do with surface texture of the rotor, and the laminar-turbulent interface, than zeta potential differences due to different rotor materials.
Please feel free to correct the above if I made a major error - the cold medicine I am taking may have impaired more than just my ability to operate heavy machinery.
I would assume that differences between plastic and titanium needle-wheel rotors may have more to do with surface texture of the rotor, and the laminar-turbulent interface, than zeta potential differences due to different rotor materials.