In § 6.3, p. A16-13, the inward RV at contact used to calculate the collision kernel was erroneously reported as  $\langle {w_r}|r = 2{a}\rangle^{-} = 1.2\ \textrm{m}\ {\textrm{s}^{ - 1}}$ due to a typo in the MATLAB code for this calculation. The correct value is
$\langle {w_r}|r = 2{a}\rangle^{-} = 1.2\ \textrm{m}\ {\textrm{s}^{ - 1}}$ due to a typo in the MATLAB code for this calculation. The correct value is  $\langle {w_r}|r = 2{a}\rangle^{-} = 0.16\ \textrm{m}\ {\textrm{s}^{ - 1}}$. Correspondingly, the correct value for the collision kernel at
$\langle {w_r}|r = 2{a}\rangle^{-} = 0.16\ \textrm{m}\ {\textrm{s}^{ - 1}}$. Correspondingly, the correct value for the collision kernel at  $St \approx 0.75,a \approx 14\;\mathrm{\mu }\textrm{m},R{e_\lambda } = 324$ from the experiment is
$St \approx 0.75,a \approx 14\;\mathrm{\mu }\textrm{m},R{e_\lambda } = 324$ from the experiment is  $\hat{k}(2a) = 3.8 \times {10^4}$ instead of
$\hat{k}(2a) = 3.8 \times {10^4}$ instead of  $2.9 \times {10^5}$ originally reported. This correction does not impact any of the conclusions of the paper. Note that past direct numerical simulation results are
$2.9 \times {10^5}$ originally reported. This correction does not impact any of the conclusions of the paper. Note that past direct numerical simulation results are  $\hat{k}(2a) = 0.1{-}10$ for
$\hat{k}(2a) = 0.1{-}10$ for  $St \approx 0.1{-}1.0$ and
$St \approx 0.1{-}1.0$ and  $R{e_\lambda } = 88{-}597$ (see page A16-14).
$R{e_\lambda } = 88{-}597$ (see page A16-14).
Crossref Citations
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