“…The relationships between the slip length b and the static contact angle (θ CA ), utilized in our paper, have been previously discussed. , It is generally not straightforward to determine the b, and the adopted methodology correlates the measured contact angle (θ CA ), related to hydrophobic interactions with the surface, to a slip length: b . Subsequently, a b (= b S–C ) in the range of 0.5 nm −1.3 nm was estimated from an adapted Shan-Chen model, i.e., with a b normalS − normalC = 0.3 0.25em normalnm × false( e θ CA / 56 − 1 false) , following previous work . Knowing the b and using the Helmholtz–Smoluchowski ( H–S ) relation, i.e., V s normalΔ P = ε η σ ζ eff , where the effective zeta potential: ζ eff = ζ(1 + b λ D ), we compute the surface zeta potential: ζ.…”