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minor changes in changelog
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maxschmi committed May 16, 2023
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| parameter | compare equation | lower limit | upper limit|
|:---:|:---:|:---:|:---:|
| Temperature | $\Delta T = T_{Stat} - \overline{T}_{neighbors}$ | $\Delta T < -\bold{0.5}°C$ | $\Delta T > \bold{0.5}°C$ |
| pot. Evapotranspiration | $\delta ET = \dfrac{ET_{Stat}}{\overline{ET}_{neighbors}}$ | $\begin{cases}\delta ET< \bold{20}\% \\ ET_{Stat}> \bold{0.2} \frac{mm}{d}\end{cases}$|$\begin{cases}\delta ET> 200\% \\ ET_{Stat}> \bold{0.3} \frac{mm}{d}\end{cases}$|
| Temperature | $$\Delta T = T_{Stat} - \overline{T}_{neighbors}$ | $\Delta T < -\mathbf{0.5}°C$ | $\Delta T > \mathbf{0.5}°C$$ |
| pot. Evapotranspiration | $\delta ET = \dfrac{ET_{Stat}}{\overline{ET}_{neighbors}}$ | $\begin{cases}\delta ET< \mathbf{20}\% \\ ET_{Stat}> \mathbf{0.2} \frac{mm}{d}\end{cases}$|$\begin{cases}\delta ET> 200\% \\ ET_{Stat}> \mathbf{0.3} \frac{mm}{d}\end{cases}$|

Those limits got corrected to correspond now to:
| parameter | compare equation | lower limit | upper limit|
|:---:|:---:|:---:|:---:|
| Temperature | $\Delta T = T_{Stat} - \overline{T}_{neighbors}$ | $\Delta T < -\bold{5}°C$ | $\Delta T > \bold{5}°C$ |
| pot. Evapotranspiration | $\delta ET = \dfrac{ET_{Stat}}{\overline{ET}_{neighbors}}$ | $\begin{cases}\delta ET< \bold{25}\% \\ ET_{Stat}> \bold{2} \frac{mm}{d}\end{cases}$|$\begin{cases}\delta ET> 200\% \\ ET_{Stat}> \bold{3} \frac{mm}{d}\end{cases}$|
| Temperature | $\Delta T = T_{Stat} - \overline{T}_{neighbors}$ | $\Delta T < -\mathbf{5}°C$ | $\Delta T > \mathbf{5}°C$ |
| pot. Evapotranspiration | $\delta ET = \dfrac{ET_{Stat}}{\overline{ET}_{neighbors}}$ | $\begin{cases}\delta ET< \mathbf{25}\% \\ ET_{Stat}> \mathbf{2} \frac{mm}{d}\end{cases}$|$\begin{cases}\delta ET> 200\% \\ ET_{Stat}> \mathbf{3} \frac{mm}{d}\end{cases}$|
- fixed error that came up in version 0.0.27 for richter correction. The horizon was only calculated from west to south not from north to south.
- correct update_horizon to also consider that the distance between grid cells can be diagonal to the grid, so miultiply with $\sqrt{2}$

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