| # | Line 659 | Line 659 | the instantaneous surface tensor $\gamma _\alpha$ is g | |
|---|---|---|
| 659 | where $ \gamma _{{\rm{target}}}$ is the external surface tension and | |
| 660 | the instantaneous surface tensor $\gamma _\alpha$ is given by | |
| 661 | \begin{equation} | |
| 662 | < | \gamma _\alpha = - h_z |
| 663 | < | (\mathord{\buildrel{\lower3pt\hbox{$\scriptscriptstyle\leftrightarrow$}} |
| 664 | < | \over P} _{\alpha \alpha } - P_{{\rm{target}}} ) |
| 662 | > | \gamma _\alpha = - h_z( \overleftrightarrow{P} _{\alpha \alpha } |
| 663 | > | - P_{{\rm{target}}} ) |
| 664 | \label{methodEquation:instantaneousSurfaceTensor} | |
| 665 | \end{equation} | |
| 666 | ||
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