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Fix: Fix a LaTeX rendering issue related to RT-TDDFT parameters in online documentation #5971

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Mar 7, 2025
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Fix: Fix a LaTeX rendering issue related to RT-TDDFT parameters in online documentation #5971

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12 changes: 2 additions & 10 deletions docs/advanced/input_files/input-main.md
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Original file line number Diff line number Diff line change
Expand Up @@ -3541,11 +3541,7 @@ These variables are used to control berry phase and wannier90 interface paramete
- **Description**:
`td_lcut1` is the lower bound of the interval in the length gauge RT-TDDFT, where $x$ is the fractional coordinate:
$$
E(x)=
\begin{cases}
E_0, & \mathtt{cut1}\leqslant x \leqslant \mathtt{cut2} \\
-E_0\left(\dfrac{1}{\mathtt{cut1}+1-\mathtt{cut2}}-1\right), & \text{$0<x<\mathtt{cut1}$ or $\mathtt{cut2}<x<1$}
\end{cases}
E(x)=\begin{cases}E_0, & \mathtt{cut1}\leqslant x \leqslant \mathtt{cut2} \\-E_0\left(\dfrac{1}{\mathtt{cut1}+1-\mathtt{cut2}}-1\right), & 0 < x < \mathtt{cut1~~or~~cut2} < x < 1 \end{cases}
$$
- **Default**: 0.05

Expand All @@ -3555,11 +3551,7 @@ These variables are used to control berry phase and wannier90 interface paramete
- **Description**:
`td_lcut2` is the upper bound of the interval in the length gauge RT-TDDFT, where $x$ is the fractional coordinate:
$$
E(x)=
\begin{cases}
E_0, & \mathtt{cut1}\leqslant x \leqslant \mathtt{cut2} \\
-E_0\left(\dfrac{1}{\mathtt{cut1}+1-\mathtt{cut2}}-1\right), & \text{$0<x<\mathtt{cut1}$ or $\mathtt{cut2}<x<1$}
\end{cases}
E(x)=\begin{cases}E_0, & \mathtt{cut1}\leqslant x \leqslant \mathtt{cut2} \\-E_0\left(\dfrac{1}{\mathtt{cut1}+1-\mathtt{cut2}}-1\right), & 0 < x < \mathtt{cut1~~or~~cut2} < x < 1 \end{cases}
$$
- **Default**: 0.95

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