Commit 3e4817f7 by Fabian Neumann

### naming: diurnal to daily, synoptic to multi-week

parent 425ac71b
 ... ... @@ -1950,12 +1950,12 @@ "\n", "* The largest peak is 365 / a, i.e. once a day\n", "* The second largest at 52 / a, i.e. once a week.\n", "* There are also semi-diurnal patterns (e.g. morning and evening), cf. peak at 730 / a.\n", "* There are also semi-daily patterns (e.g. morning and evening), cf. peak at 730 / a.\n", "* Furthermore there are a few smaller peaks between daily and weekly patterns\n", "\n", "**Solar:**\n", "\n", "* The diurnal peak is very distinct.\n", "* The daily peak is very distinct.\n", "\n", "**Wind:**\n", "\n", ... ... @@ -2463,7 +2463,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.7.3" "version": "3.6.2" }, "nav_menu": {}, "toc": {
 ... ... @@ -642,5 +642,5 @@ } }, "nbformat": 4, "nbformat_minor": 2 "nbformat_minor": 4 }
 ... ... @@ -122,7 +122,7 @@ \addplot+[solid] {1}; \label{figref:l} \end{axis} \end{tikzpicture} \caption{Diurnal and synoptic variations of wind and solar power generation \caption{daily and multi-week variations of wind and solar power generation $$g^{N}_{w}(t)$$ \autoref{figref:w} and $$g^{S}_{s}(t)$$ \autoref{figref:s}, and a constant load (all in per-unit) $$L(t)$$ ... ... @@ -131,7 +131,7 @@ \end{wrapfigure} Imagine a two-node Germany. The South can install solar panels with a capacity factor $c_s$ to cover its load $L^S$, while the North uses wind turbines that have a capacity factor $c_w$ to feed their load $L^N$. Figure \ref{fig:variations} shows approximations to the daily and synoptic variations of per-unit wind and solar power generation $$G^{N}_{w}(t)$$ and $$G^{S}_{s}(t)$$ and a constant load $$L^{N/S}(t)$$: to feed their load $L^N$. Figure \ref{fig:variations} shows approximations to the daily and multi-week variations of per-unit wind and solar power generation $$G^{N}_{w}(t)$$ and $$G^{S}_{s}(t)$$ and a constant load $$L^{N/S}(t)$$: \vspace{-0.5em} ... ...
 ... ... @@ -121,7 +121,7 @@ \addplot+[solid] {1}; \label{figref:l} \end{axis} \end{tikzpicture} \caption{Diurnal and synoptic variations of wind and solar power generation \caption{daily and multi-week variations of wind and solar power generation $$g^{N}_{w}(t)$$ \autoref{figref:w} and $$g^{S}_{s}(t)$$ \autoref{figref:s}, and a constant load (all in per-unit) $$L(t)$$ ... ... @@ -130,7 +130,7 @@ \end{wrapfigure} Imagine a two-node Germany. The South can install solar panels with a capacity factor $c_s$ to cover its load $L^S$, while the North uses wind turbines that have a capacity factor $c_w$ to feed their load $L^N$. Figure \ref{fig:variations} shows approximations to the daily and synoptic variations of per-unit wind and solar power generation $$G^{N}_{w}(t)$$ and $$G^{S}_{s}(t)$$ and a constant load $$L^{N/S}(t)$$: to feed their load $L^N$. Figure \ref{fig:variations} shows approximations to the daily and multi-week variations of per-unit wind and solar power generation $$G^{N}_{w}(t)$$ and $$G^{S}_{s}(t)$$ and a constant load $$L^{N/S}(t)$$: \begin{align*} g_{w}^N(t) & = c_w(1+A_w \sin \omega_w t), \\ ... ...
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