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Commit 3f62f44a authored by Matthieu Schaller's avatar Matthieu Schaller
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Corrected a typo in the equation for the signal velocity in the theory file.

Former-commit-id: 0b167e34e9d5254682343ca8d717631d8a37d534
parent dedbb1e1
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...@@ -198,7 +198,7 @@ The second loop is used to compute the accelerations (tertiary quantities). The ...@@ -198,7 +198,7 @@ The second loop is used to compute the accelerations (tertiary quantities). The
\label{eq:dudt}\\ \label{eq:dudt}\\
\frac{dh_i}{dt} &=& \frac{h_i}{3}\sum_j \frac{m_j}{\rho_j} \left(\vec{v_j} - \vec{v_i} \right) \frac{dh_i}{dt} &=& \frac{h_i}{3}\sum_j \frac{m_j}{\rho_j} \left(\vec{v_j} - \vec{v_i} \right)
\cdot\vec{\nabla_r}W(\vec{r}_{ij}, h_i)\\ \cdot\vec{\nabla_r}W(\vec{r}_{ij}, h_i)\\
v_{sig,i} &=& c_i + c_j + \max_j(0, \hat{r}_{ij} \cdot (\vec{v}_j - \vec{v}_i)) v_{sig,i} &=& c_i + c_j + \max_j(0, 3\hat{r}_{ij} \cdot (\vec{v}_j - \vec{v}_i))
\end{eqnarray} \end{eqnarray}
In practice the loop is here performed over all pairs of particles such that $|\vec{r}_{ij}| < \zeta h_i$ or In practice the loop is here performed over all pairs of particles such that $|\vec{r}_{ij}| < \zeta h_i$ or
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