diff --git a/tex/chapters/grid.tex b/tex/chapters/grid.tex index 219e158..fcc6f08 100644 --- a/tex/chapters/grid.tex +++ b/tex/chapters/grid.tex @@ -36,11 +36,11 @@ until a desired distance $\gDist$ is reached \cite{Ebner-15}. In order to use meaningful headings $\gHead$ and distances $\gDist$ (matching the pedestrian's real heading and walking speed) for each transition, - we use the current sensor-readings $\mObsVec_{t}$ for hinted instead of truly random adjustments: + we use the current sensor-readings $\mObsVec_{t}$ for hinted instead of randomized adjustments: % \begin{align} - \mStateVec_{t}^{\mStateHeading} = \gHead &= \mStateVec_{t-1}^{\mStateHeading} + \mObsVec_t^{\mObsHeading} + \mathcal{N}(0, \sigma_{\gHead}^2) \\ - \gDist &= \mObsVec_t^{\mObsSteps} \cdot \SI{0.7}{\meter} + \mathcal{N}(0, \sigma_{\gDist}^2) + \mState_{t}^{\mStateHeading} = \gHead &= \mState_{t-1}^{\mStateHeading} + \mObs_t^{\mObsHeading} + \mathcal{N}(0, \sigma_{\gHead}^2) \\ + \gDist &= \mObs_t^{\mObsSteps} \cdot \SI{0.7}{\meter} + \mathcal{N}(0, \sigma_{\gDist}^2) . \end{align} % @@ -59,7 +59,7 @@ \commentByFrank{das erste $=$ ist komisch. ideen?} \commentByToni{Find ich jetzt nicht tragisch. Eher notwendig fuers Verstaendnis.} \begin{equation} - p(e) = p(e \mid \gHead) = N(\angle e \mid \gHead, \sigma_\text{dev}^2). + p(e) = p(e \mid \gHead) = \mathcal{N} (\angle e \mid \gHead, \sigma_\text{dev}^2). \label{eq:transSimple} \end{equation} @@ -87,46 +87,60 @@ To downvote vertices near walls, we need to get the distance of each vertex from its nearest wall. We therefore build an inverted version $G' = (V', E')$ of the graph $G$, just containing walls and other obstacles. - A nearest-neighbour search $\mNN(v_{x,y,z}, G')$ will then provide the nearest wall-vertex - $v'_{x,y,z} \in V'$ from the inverted graph \cite{Cover1967}. The wall avoidance can now be calculated as follows: + A nearest-neighbour search \cite{Cover1967} + %$\mNN(v_{x,y,z}, G')$ + will then provide the nearest wall-vertex + $v'_{x,y,z} \in V'$ from the inverted graph. To get a smooth gradient, the wall avoidance + is calculated using a normal distribution with the distance from the nearest wall + and a deviation of \SI{0.5}{\meter}: % + %\begin{equation} + % d_{v, v'} = \| v_{x,y,z}, v'_{x,y,z}, \enskip 0.0 < d_{v, v'} < 2.2 \\ + %\end{equation} + %\begin{equation} + %\begin{array}{ll} + % \text{wa}_{x,y,z} = & - 0.30 \cdot \mathcal{N}(d_{v, v'} \mid 0.0, 0.5^2) \\ + % & + 0.15 \cdot \mathcal{N}(d_{v, v'} \mid 0.9, 0.5^2) \\ + % & + 0.15 \cdot \mathcal{N}(d_{v, v'} \mid 2.2, 0.5^2) + %\end{array} + %\label{eq:wallAvoidance} + %\end{equation} \begin{equation} - d_{v, v'} = d(v_{x,y,z}, v'_{x,y,z}), \enskip 0.0 < d_{v, v'} < 2.2 \\ - \end{equation} - \begin{equation} - \begin{array}{ll} - \text{wa}_{x,y,z} = & - 0.30 \cdot \mathcal{N}(d_{v, v'} \mid 0.0, 0.5^2) \\ - & + 0.15 \cdot \mathcal{N}(d_{v, v'} \mid 0.9, 0.5^2) \\ - & + 0.15 \cdot \mathcal{N}(d_{v, v'} \mid 2.2, 0.5^2) - \end{array} - \label{eq:wallAvoidance} + \text{wa}_{x,y,z} = \mathcal{N}( \| v_{x,y,z} - v'_{x,y,z} \| \mid 0.0, 0.5^2) \\ + \label{eq:wallAvoidance} \end{equation} % - The parameters of the normal distribution and the scaling-factors were chosen empirically. - While this approach provides good results for most areas, doors are downvoted by - \refeq{eq:wallAvoidance}, as they have only vertices that are close to walls. - Door detection and upvoting thus is the next conducted step. - + %The parameters of the normal distribution and the scaling-factors were chosen empirically. + %While this approach provides good results for most areas, doors are downvoted by + %\refeq{eq:wallAvoidance}, as they have only vertices that are close to walls. + %Door detection and upvoting thus is the next conducted step. + While effectively rendering wall-regions less likely, \refeq{eq:wallAvoidance} + will obviously have the same effect on all doors located within the building. + Therefore, a door-detection is necessary, to upvote them again. \subsection{Door Detection} \label{sec:doorDetection} - Doors are usually anchored between two walls and have a normed width. Examining only a limited region - around the door, its surrounding walls describe a flat ellipse with the same centre as the door itself. - It is thus possible to detect doors within the floorplan using a PCA. + To automatically detect doors within the floorplan, we utilize the fact that doors are usually + anchored between two (straight) walls and have a normed width. Examining the region directly + around it, the door and its surrounding walls describe a flat ellipse with the door as its + centre. + %It is thus possible to detect doors within the floorplan using a PCA. - To decide whether a vertex $v_{x,y,z}$ within the (non-inverted) grid $G$ belongs to a door, we use $k$-NN to fetch its - $k$ nearest neighbours $N'$ within the inverted grid $G'$. For this neighbourhood the centroid $\vec{c} \in \R^3$ is calculated. - If the distance $\| \vec{c} - v_{x,y,z} \|$ between the centroid and the vertex-in-question is above a certain threshold, - the node does not belong to a door. - \todo{Distanzformel centroid/vertex. ideen? $\|v1 - v2\|$ oder $d(v1, v2)$?} - \commentByToni{Beides ist gebraeuchlich und $d$ ist kuerzer. von daher wuerde ich $d$ empfehlen.} - - Assuming the distance is fine, we compare the two eigenvalues $\{\lambda_1, \lambda_2 \mid \lambda_1 > \lambda_2\}$, - determined by the PCA. If their ratio $\frac{\lambda_1}{\lambda_2}$ is above a certain threshold (flat ellipse) - the node-in-question belongs to a door or some kind of narrow passage. + To decide whether a vertex $v_{x,y,z}$ within the (non-inverted) grid $G$ belongs to a door, + we use $k$-NN to fetch its $k$ nearest neighbours $\hat{V}$ within the inverted grid $G'$, + describing the walls nearby. Hereafter we determine the centroid $\vec{c} \in \R^3$ + and 2D covariance $(x,y)$ for those vertices. + % + Using the PCA, we examine the two eigenvalues $\{\lambda_1, \lambda_2 \mid \lambda_1 > \lambda_2\}$, + for the covariance matrix. If their ratio $\frac{\lambda_1}{\lambda_2}$ is above a certain + threshold, the neighbourhood describes a flat ellipse and thus either a straight wall or door. + % + To prevent a vertex $v_{x,y,z}$ adjacent to such straight walls from also being detected, + we ensure the distance $\| \vec{c} - v_{x,y,z} \|$ between the centroid and the vertex is + below a certain threshold. Hereafter, only vertices located within the door itself remain. % \begin{figure} \includegraphics[width=\columnwidth]{door_pca} @@ -136,39 +150,42 @@ \end{figure} % Fig. \ref{fig:doorPCA} depicts all three cases where - (left) the node is part of a door, - (middle) the distance between node and k-NN centroid is above the threshold and + (left) the vertex is part of a door, + (middle) the distance between node and centroid is above the threshold and (right) the ration between $\lambda_1$ and $\lambda_2$ is below the threshold. - Like before, we apply a distribution based on the distance from the nearest door to determine - an importance-factor for each node: + For smooth importance-gradients around doors, we again use a distribution based on + the distance of a vertex $v_{x,y,z}$ from its nearest door and a deviation + of \SI{1.0}{\meter} to determine its importance-factor: % - \commentByFrank{distanzrechnung: formel ok?} + %\commentByFrank{distanzrechnung: formel ok?} \begin{equation} - \text{dd}_{x,y,z} = 0.8 \cdot \mathcal{N}( \| \vec{c} - v_{x,y,z} \| \mid 0.0, 1.0 ) + \text{dd}_{x,y,z} = \mathcal{N}( \| \vec{c} - v_{x,y,z} \| \mid 0.0, 1.0^2 ) + \label{eq:doorDetection} \end{equation} - - + The final importance for each node is now calculated using \refeq{eq:wallAvoidance} + and \refeq{eq:doorDetection}: + % + \begin{equation} + \text{imp}_{x,y,z} = 1.0 - \text{wa}_{x,y,z} + \text{dd}_{x,y,z} \enspace . + \end{equation} + % + While most vertices receive a factor of $1.0$, wall-regions get lower and + door-regions higher values, depicted in fig. \ref{fig:importance}. + % + \begin{figure} + \includegraphics[width=\columnwidth]{floorplan_importance} + \caption{The calculated importance-factor for each vertex. While the black wall-elements denote + a small importance, the yellow door-regions receive much higher values.} + \label{fig:importance} + \end{figure} \subsection{Path Estimation} \label{sec:pathEstimation} + - Based on aforementioned assumptions, the final importance for each node is given by - % - \begin{equation} - \text{imp}_{x,y,z} = 1.0 + \text{wa}_{x,y,z} + \text{dd}_{x,y,z} \enspace . - \end{equation} - % - A good visualization of the resulting importance-factors can be seen in fig. \ref{fig:importance}. - - \begin{figure} - \includegraphics[angle=-90, width=\columnwidth, trim=20 19 17 9, clip]{floorplan_importance} - \caption{The calculated importance-factor for each vertex. While the black elements denote an importance-factor - of about \SI{0.8}{}, the yellow door-regions denote a high importance of about \SI{1.2}{}.} - \label{fig:importance} - \end{figure} - + \commentByFrank{ueberleitung} To estimate the shortest path to the pedestrian's desired target, we use a modified version of Dijkstra's algorithm. Instead of calculating the shortest path from the start to the end, we swap start/end and do not terminate the calculation until every single node was evaluated. @@ -181,15 +198,15 @@ \text{weight}(v_{x,y,z}, v_{x',y',z'}) = \frac { \| v_{x,y,z} - v_{x',y',z'} \| } - { \text{stretch}(\text{imp}_{x',y',z'}) } - , + { \text{imp}_{x',y',z'} } + . \end{split} \end{equation} % - whereby $\text{stretch}(\cdots)$ is a scaling function (linear or non-linear) used to adjust - the impact of the previously calculated importance-factors. + %whereby $\text{stretch}(\cdots)$ is a scaling function (linear or non-linear) used to adjust + %the impact of the previously calculated importance-factors. % - Fig. \ref{fig:multiHeatMap} depicts the difference between the path calculated without (dashed) and + Fig. \ref{fig:multiHeatMap} depicts the difference between the shortest path calculated without (dashed) and with importance-factors (solid), where the latter version is clearly more realistic. %\begin{figure} @@ -251,11 +268,12 @@ % \begin{equation} \begin{split} - p(v_{x',y',z'} \mid v_{x,y,z}) - = N(\angle [ v_{x,y,z} v_{x',y',z'} ] \mid \gHead, \sigma_\text{dev}^2) \cdot \alpha \\ - \alpha = + p(e) &= + p(v_{x',y',z'} \mid v_{x,y,z})\\ + &= \mathcal{N} (\angle [ v_{x,y,z} v_{x',y',z'} ] \mid \gHead, \sigma_\text{dev}^2) \cdot \alpha \\ + \alpha &= \begin{cases} - 1.0 & \| v_{x',y',z'} - \pathRef \| < \| v_{x,y,z} - \pathRef \| \\ + 0.9 & \| v_{x',y',z'} - \pathRef \| < \| v_{x,y,z} - \pathRef \| \\ 0.1 & \text{else} \end{cases} \end{split} @@ -277,11 +295,12 @@ \begin{equation} \begin{split} - p(v_{x',y',z'} \mid v_{x,y,z}) - = N(\angle [ v_{x,y,z} v_{x',y',z'} ] \mid \gHead, \sigma_\text{dev}^2) \cdot \alpha \\ - \alpha = + p(e) &= + p(v_{x',y',z'} \mid v_{x,y,z})\\ + & = \mathcal{N} (\angle [ v_{x,y,z} v_{x',y',z'} ] \mid \gHead, \sigma_\text{dev}^2) \cdot \alpha \\ + \alpha &= \begin{cases} - 1.0 & \text{cdist}_{x',y',z'} < \text{cdist}_{x,y,z} \\ + 0.9 & \text{cdist}_{x',y',z'} < \text{cdist}_{x,y,z} \\ 0.1 & \text{else} \end{cases} \end{split} @@ -292,9 +311,9 @@ walks simulating slight, random heading changes. \begin{figure} - \includegraphics[angle=-90, width=\columnwidth, trim=20 19 17 9, clip]{floorplan_dijkstra_heatmap} + \includegraphics[width=\columnwidth]{floorplan_dijkstra_heatmap} \caption{Heat-Map of visited vertices after several walks using \refeq{eq:transMultiPath}. - Additionally shows the shortest-path calculation without (dashed) and with (solid) importance-factors + Additionally shows the shortest path calculation without (dashed) and with (solid) importance-factors used for edge-weight-adjustment.} \label{fig:multiHeatMap} \end{figure} diff --git a/tex/gfx/baro/baro_setup_issue.eps b/tex/gfx/baro/baro_setup_issue.eps index b830d03..497fe5a 100644 --- a/tex/gfx/baro/baro_setup_issue.eps +++ b/tex/gfx/baro/baro_setup_issue.eps @@ -1,7 +1,7 @@ %!PS-Adobe-2.0 EPSF-2.0 %%Title: baro_setup_issue.tex %%Creator: gnuplot 5.0 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V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 -18 V +3 0 V +2 0 V +3 0 V +3 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +3 0 V +3 0 V +2 0 V +3 0 V +2 0 V +3 0 V +3 0 V +3 0 V +3 0 V +2 0 V +2 0 V +stroke 2241 267 M +3 0 V +2 0 V +3 0 V +3 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 -19 V +3 0 V +2 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V 3 0 V 2 0 V 3 0 V 2 0 V 4 0 V -1 0 V +2 0 V +3 0 V +2 0 V +3 0 V +2 0 V 3 0 V 3 0 V -2 14 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +2 0 V +3 0 V +3 0 V +3 0 V +2 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +2 0 V +3 0 V +3 0 V +3 0 V +2 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +4 0 V +2 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 -19 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +stroke 2516 229 M +3 19 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 -19 V +3 0 V +3 0 V +3 19 V +2 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +2 0 V +3 0 V +3 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V 3 0 V 2 0 V 4 0 V @@ -775,192 +1345,14 @@ stroke 926 703 M 3 0 V 2 0 V 3 0 V -2 0 V -3 0 V -3 -73 V -2 0 V 3 0 V 2 0 V 3 0 V -3 0 V -2 15 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -stroke 1194 601 M -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 15 V 2 0 V 4 0 V 2 0 V 2 0 V 3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 14 V -3 0 V -3 0 V -3 0 V -2 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -2 0 V -3 0 V -3 0 V -3 0 V -2 -44 V -2 0 V -3 0 V -3 15 V -3 0 V -2 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -2 0 V -3 0 V -2 0 V -3 15 V -3 0 V -2 0 V -3 -15 V -2 0 V -3 0 V -3 0 V -stroke 1461 601 M -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 15 V -2 0 V -3 0 V -3 0 V -3 0 V -2 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V 3 0 V 2 0 V 3 0 V @@ -970,7 +1362,6 @@ stroke 1461 601 M 2 0 V 3 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V @@ -978,68 +1369,44 @@ stroke 1461 601 M 3 0 V 3 0 V 2 0 V -2 0 V -3 0 V 3 0 V 2 0 V 3 0 V -2 0 V -3 14 V 3 0 V 2 0 V -3 -14 V -2 0 V 3 0 V -2 0 V -3 0 V -2 0 V 3 0 V 2 0 V 3 0 V 3 0 V 2 0 V +stroke 2790 248 M 3 0 V 3 0 V -2 14 V -3 0 V 2 0 V 3 0 V -stroke 1728 630 M 2 0 V 3 0 V 3 0 V 2 0 V -2 0 V -3 0 V -2 0 V -3 0 V 3 0 V 3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V 3 0 V 2 0 V -2 0 V -3 0 V 3 0 V 2 0 V -2 0 V -3 0 V -3 0 V 3 0 V -2 0 V -2 0 V 3 0 V 2 0 V 3 0 V 3 0 V 2 0 V 3 0 V -2 15 V 3 0 V 2 0 V 3 0 V @@ -1048,73 +1415,48 @@ stroke 1728 630 M 3 0 V 2 0 V 3 0 V -2 0 V -3 0 V -3 0 V -2 0 V 3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V 3 0 V 2 0 V 3 0 V -2 0 V -3 0 V -2 0 V 3 0 V 3 0 V 2 0 V -3 0 V 2 0 V -3 0 V -2 14 V -3 0 V +3 -19 V 3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V 3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V -3 0 V 2 0 V 3 0 V -2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V -3 0 V 2 0 V 3 0 V -2 15 V 3 0 V 2 0 V 3 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V 2 0 V -stroke 1994 674 M -3 0 V -3 0 V -2 -15 V -3 0 V -2 0 V 3 0 V 2 0 V 3 0 V @@ -1123,14 +1465,12 @@ stroke 1994 674 M 3 0 V 3 0 V 2 0 V -2 0 V 3 0 V 3 0 V 2 0 V 3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 3 0 V 2 0 V @@ -1140,35 +1480,27 @@ stroke 1994 674 M 3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V 2 0 V 3 0 V -3 0 V -2 0 V +stroke 3065 229 M 3 0 V 2 0 V 3 0 V 3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V -3 -14 V -2 0 V 3 0 V 3 0 V 2 0 V 3 0 V -2 0 V -3 0 V -2 0 V 3 0 V +2 -19 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V @@ -1176,164 +1508,77 @@ stroke 1994 674 M 3 0 V 3 0 V 2 0 V -2 0 V 3 0 V 3 0 V 2 0 V 3 0 V -3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V -2 -15 V -3 0 V 3 0 V 2 0 V 3 0 V 3 0 V 2 0 V -2 0 V 3 0 V 3 0 V 2 0 V 3 0 V 2 0 V 3 0 V -2 0 V -3 0 V -3 0 V -2 0 V 3 0 V 2 0 V 3 0 V 3 0 V 2 0 V 3 0 V -3 0 V -2 0 V -stroke 2262 630 M 2 0 V 3 0 V -2 0 V 3 0 V 3 0 V 2 0 V 3 0 V -3 0 V -2 0 V -3 -14 V 2 0 V 3 0 V 3 0 V -2 0 V -2 0 V 3 0 V 2 0 V 3 0 V 2 0 V 3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -2 0 V -3 0 V -3 0 V -3 0 V -2 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V 2 0 V 3 0 V 3 0 V 2 0 V -2 0 V -3 0 V -3 0 V -3 0 V -2 0 V -2 0 V -3 0 V -2 0 V -3 0 V 3 0 V 3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V 2 0 V 3 0 V 3 0 V -2 0 V -3 -15 V -2 0 V -3 0 V 3 0 V 2 0 V 3 0 V 2 0 V 3 0 V 2 0 V -3 0 V -stroke 2529 601 M -2 15 V -3 0 V -3 0 V -2 0 V +3 -19 V 3 0 V 2 0 V +3 19 V 3 0 V 2 0 V 3 0 V -3 -15 V -2 0 V 3 0 V -3 15 V -2 0 V 2 0 V 3 0 V 3 0 V @@ -1341,28 +1586,24 @@ stroke 2529 601 M 3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V 3 0 V +stroke 3340 210 M 2 0 V 3 0 V 3 0 V 2 0 V -2 0 V -3 0 V 3 0 V 3 0 V 2 0 V -2 0 V 3 0 V 2 0 V 3 0 V 3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V @@ -1374,57 +1615,44 @@ stroke 2529 601 M 3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V 3 0 V 2 0 V -2 0 V 3 0 V 2 0 V 4 0 V 2 0 V -3 0 V -2 0 V -2 0 V -3 0 V 2 0 V 3 0 V 3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V 3 0 V 2 0 V 3 0 V -2 0 V -3 0 V -2 0 V 3 0 V 2 0 V 3 0 V -3 0 V 2 0 V +3 -19 V 3 0 V 2 0 V +3 19 V 3 0 V 2 0 V 3 0 V 3 0 V 2 0 V -3 0 V +3 -19 V 2 0 V 3 0 V -2 0 V -3 0 V -3 0 V -2 0 V +3 19 V 3 0 V -stroke 2796 616 M 2 0 V 3 0 V 2 0 V @@ -1432,16 +1660,12 @@ stroke 2796 616 M 3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V -3 0 V 2 0 V 3 0 V -2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V @@ -1455,7 +1679,6 @@ stroke 2796 616 M 3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V @@ -1465,25 +1688,21 @@ stroke 2796 616 M 2 0 V 3 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V -3 0 V 2 0 V -2 0 V -3 -15 V 3 0 V -2 0 V 3 0 V 2 0 V +stroke 3614 210 M +3 -19 V 3 0 V 2 0 V 3 0 V 3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V @@ -1495,23 +1714,20 @@ stroke 2796 616 M 3 0 V 2 0 V 3 0 V -2 0 V -3 0 V 3 0 V 2 0 V 3 0 V 2 0 V +3 19 V 3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V 2 0 V 3 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V @@ -1523,38 +1739,25 @@ stroke 2796 616 M 3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V -3 0 V +3 19 V 2 0 V 3 0 V -stroke 3063 601 M 3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V 3 0 V 2 0 V 3 0 V -2 0 V -3 0 V -3 0 V -2 -15 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V 3 0 V 2 0 V 3 0 V +2 19 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V @@ -1563,107 +1766,47 @@ stroke 3063 601 M 3 0 V 2 0 V 3 0 V -2 0 V +3 19 V 3 0 V 2 0 V 3 0 V -3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V 3 0 V +2 18 V 3 0 V -2 0 V +3 38 V 2 0 V 3 0 V +3 19 V 2 0 V 3 0 V 3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V -3 0 V 2 0 V +3 19 V 3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V -3 0 V 2 0 V 3 0 V -2 0 V +stroke 3889 361 M 3 0 V 2 0 V 3 0 V 3 0 V +2 18 V 3 0 V -2 0 V -2 0 V -3 0 V -3 0 V -2 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 -14 V -2 0 V -3 0 V -2 14 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -stroke 3330 586 M -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V 3 0 V 2 0 V 4 0 V @@ -1673,9 +1816,11 @@ stroke 3330 586 M 2 0 V 3 0 V 3 0 V +3 0 V 2 0 V 3 0 V 2 0 V +3 19 V 3 0 V 2 0 V 3 0 V @@ -1683,74 +1828,60 @@ stroke 3330 586 M 2 0 V 3 0 V 2 0 V -3 -14 V -2 0 V 3 0 V -2 14 V 3 0 V +2 19 V 3 0 V 2 0 V 3 0 V -2 0 V -3 -14 V -2 0 V 3 0 V -3 14 V -2 0 V 3 0 V 2 0 V 3 0 V 2 0 V 3 0 V -3 0 V +3 19 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V 3 0 V 2 0 V 3 0 V -2 0 V -3 0 V -3 0 V 3 0 V 2 0 V -2 0 V 3 0 V +3 19 V 2 0 V 3 0 V 2 0 V 3 0 V +3 0 V 2 0 V 3 0 V 3 0 V 2 0 V -3 0 V +3 18 V 2 0 V 3 0 V 3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V 2 0 V 3 0 V -stroke 3597 586 M -3 -14 V -2 0 V 3 0 V -2 0 V +2 19 V +3 0 V 3 0 V 2 0 V 3 0 V 3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V @@ -1759,12 +1890,9 @@ stroke 3597 586 M 3 0 V 3 0 V 2 0 V +3 19 V 2 0 V 3 0 V -2 0 V -3 14 V -3 0 V -2 0 V 3 0 V 3 0 V 2 0 V @@ -1773,160 +1901,127 @@ stroke 3597 586 M 3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V 3 0 V +stroke 4164 511 M 2 0 V 3 0 V +3 0 V 2 0 V 3 0 V 2 0 V 3 0 V +3 19 V +2 0 V 3 0 V -2 15 V 3 0 V 2 0 V 3 0 V +3 0 V 2 0 V 3 0 V 3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V 2 0 V +3 19 V 3 0 V -3 15 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V +2 0 V 3 0 V +3 18 V 2 0 V 3 0 V -2 14 V 3 0 V 2 0 V 3 0 V 3 0 V 2 0 V 3 0 V -2 0 V +3 0 V +2 19 V 3 0 V 2 0 V -3 15 V 3 0 V -2 29 V 3 0 V 2 0 V -3 15 V +3 0 V 3 0 V 2 0 V +3 19 V 3 0 V 2 0 V 3 0 V 3 0 V 2 0 V -2 0 V 3 0 V -3 14 V +3 19 V 2 0 V 3 0 V +3 0 V 2 0 V 3 0 V +2 19 V +3 0 V +3 0 V 2 0 V 3 0 V 3 0 V 2 0 V -stroke 3864 703 M 3 0 V 2 0 V +3 18 V 3 0 V 3 0 V -2 15 V 3 0 V 2 0 V -3 0 V +2 0 V 4 0 V -1 0 V 2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -2 0 V -3 0 V -3 15 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V 2 0 V 3 0 V -2 14 V -3 0 V -2 0 V -3 0 V -3 0 V +3 19 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V -3 15 V -2 0 V 3 0 V +2 19 V 3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 14 V -2 0 V -3 0 V -2 0 V 3 0 V 3 0 V 2 0 V 3 0 V 2 0 V -3 0 V -2 15 V -3 0 V +3 19 V 3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V -3 0 V +3 19 V 2 0 V +stroke 4438 737 M 3 0 V 3 0 V -2 15 V -3 0 V 2 0 V 3 0 V +3 94 V 2 0 V 3 0 V -3 0 V +3 19 V 2 0 V 3 0 V +3 18 V 2 0 V 3 0 V 2 0 V @@ -1934,55 +2029,40 @@ stroke 3864 703 M 3 0 V 2 0 V 3 0 V -2 14 V -3 0 V -2 0 V -3 0 V 3 0 V 2 0 V +3 19 V 3 0 V 2 0 V 3 0 V 2 0 V 3 0 V +3 19 V 2 0 V 3 0 V 3 0 V 2 0 V -stroke 4131 820 M 3 0 V -2 0 V -3 0 V -3 0 V -2 0 V 3 0 V 2 0 V -3 15 V -2 0 V 3 0 V -2 0 V +2 19 V 3 0 V 3 0 V 2 0 V 3 0 V -2 0 V 3 0 V 2 0 V 3 0 V 3 0 V 2 0 V -3 0 V -2 0 V -3 15 V -2 0 V -3 0 V +3 19 V 2 0 V 3 0 V 3 0 V 2 0 V 3 0 V -2 0 V -3 14 V +3 19 V 2 0 V 3 0 V 3 0 V @@ -1990,233 +2070,38 @@ stroke 4131 820 M 3 0 V 2 0 V 3 0 V -2 0 V -3 0 V -3 15 V -2 0 V 3 0 V 2 0 V +3 18 V 3 0 V 2 0 V 3 0 V 3 0 V 2 0 V -3 15 V -2 0 V 3 0 V 2 0 V 3 0 V +3 19 V 2 0 V 3 0 V -3 14 V -3 0 V -2 0 V -2 0 V -3 0 V -3 0 V -2 15 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 14 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 15 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 15 V -3 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -2 14 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 15 V -2 0 V -stroke 4398 996 M -3 0 V -2 0 V -3 0 V -3 0 V -2 73 V -3 0 V -2 0 V -3 15 V -3 0 V -2 0 V -3 14 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 15 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 15 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 14 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 15 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 15 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 14 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 15 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 14 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 15 V -3 0 V -2 0 V -3 0 V -2 0 V -stroke 4665 1230 M -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -2 0 V -3 0 V -3 0 V -2 0 V 3 0 V 2 0 V 4 0 V -1 0 V +2 0 V +2 0 V 3 0 V 3 0 V 2 0 V 3 0 V +3 0 V +2 19 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +3 0 V 2 0 V 3 0 V 3 0 V @@ -2225,27 +2110,97 @@ stroke 4665 1230 M 2 0 V 3 0 V 3 0 V -2 0 V +2 19 V 3 0 V -2 15 V 3 0 V 2 0 V 3 0 V +stroke 4713 1038 M +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +3 0 V +3 0 V +2 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +3 0 V +2 0 V +3 0 V +2 0 V +3 0 V +3 0 V +3 0 V +2 0 V +3 19 V +2 0 V +3 0 V +3 0 V 2 0 V 3 0 V 1 0 V stroke -2.000 UL LTb LCb setrgbcolor LTb 1.000 UL LTb -660 1903 N -660 440 L -4194 0 V -0 1463 V --4194 0 V +594 1903 N +594 22 L +4313 0 V +0 1881 V +-4313 0 V Z stroke 1.000 UP 1.000 UL diff --git a/tex/gfx/baro/baro_setup_issue.gp b/tex/gfx/baro/baro_setup_issue.gp index e066483..e87d859 100644 --- a/tex/gfx/baro/baro_setup_issue.gp +++ b/tex/gfx/baro/baro_setup_issue.gp @@ -7,17 +7,26 @@ set yrange[980.5:981.5] set xrange[0:50] set ytics 980.5, 0.2, 981.5 -set lmargin 5.0 -set rmargin 1.4 +set lmargin 4.5 +set rmargin 1.0 set tmargin 0.5 +set bmargin 0.1 -set object 1 rectangle from 0,980.5 to 4.000,981.3 fs solid fc rgb "#EEEEEE" behind -set object 2 rectangle from 4.000,980.5 to 10.000,981.1 fs solid fc rgb "#DDDDDD" behind -set object 3 rectangle from 10.000,980.5 to 36.000,980.9 fs solid fc rgb "#EEEEEE" behind -set object 4 rectangle from 36.000,980.5 to 48.000,981.2 fs solid fc rgb "#DDDDDD" behind +# strange! why bmargin so small? otherwise huge gaps in TeX? -set label 1 "error" at 0.500,981.38 -set label 2 "estimation" at 4.500, 981.18 -set label 3 "walk" at 10.500, 980.98 -set label 4 "stair" at 36.500, 981.28 -plot "baro_setup_issue.csv" using ($2/1000):4 with lines notitle lc rgb "black" +set xtics nomirror +set ytics nomirror + +set format y "\\footnotesize{\\SI{%.1f}{}}" +set format x "\\footnotesize{\\SI{%.0f}{\\second}}" + +set object 1 rectangle from 0,980.5 to 4.000,981.5 fs solid noborder fc rgb "#EEEEEE" behind +set object 2 rectangle from 4.000,980.5 to 10.000,981.5 fs solid noborder fc rgb "#DDDDDD" behind +set object 3 rectangle from 10.000,980.5 to 36.000,981.5 fs solid noborder fc rgb "#EEEEEE" behind +set object 4 rectangle from 36.000,980.5 to 48.000,981.5 fs solid noborder fc rgb "#DDDDDD" behind + +set label 1 "\\small{error}" at 1.800,981.44 right front rotate by 90 +set label 2 "\\small{estimation}" at 6.900, 981.44 right front rotate by 90 +set label 3 "\\small{walking along the hallway}" at 22.900, 981.4 center front +set label 4 "\\small{stair}" at 41.800, 981.4 center front +plot "baro_setup_issue.csv" using ($2/1000):4 with lines notitle lw 2 lc rgb "#000099" diff --git a/tex/gfx/baro/baro_setup_issue.tex b/tex/gfx/baro/baro_setup_issue.tex index 6c6c772..79080d3 100644 --- a/tex/gfx/baro/baro_setup_issue.tex +++ b/tex/gfx/baro/baro_setup_issue.tex @@ -82,24 +82,25 @@ \begin{picture}(5040.00,2014.00)% \gplgaddtomacro\gplbacktext{% \csname LTb\endcsname% - \put(528,440){\makebox(0,0)[r]{\strut{}$980.5$}}% - \put(528,733){\makebox(0,0)[r]{\strut{}$980.7$}}% - \put(528,1025){\makebox(0,0)[r]{\strut{}$980.9$}}% - \put(528,1318){\makebox(0,0)[r]{\strut{}$981.1$}}% - \put(528,1610){\makebox(0,0)[r]{\strut{}$981.3$}}% - \put(528,1903){\makebox(0,0)[r]{\strut{}$981.5$}}% - \put(660,220){\makebox(0,0){\strut{}$0$}}% - \put(1499,220){\makebox(0,0){\strut{}$10$}}% - \put(2338,220){\makebox(0,0){\strut{}$20$}}% - \put(3176,220){\makebox(0,0){\strut{}$30$}}% - \put(4015,220){\makebox(0,0){\strut{}$40$}}% - \put(4854,220){\makebox(0,0){\strut{}$50$}}% - \put(702,1727){\makebox(0,0)[l]{\strut{}error}}% - \put(1037,1435){\makebox(0,0)[l]{\strut{}estimation}}% - \put(1541,1142){\makebox(0,0)[l]{\strut{}walk}}% - \put(3722,1581){\makebox(0,0)[l]{\strut{}stair}}% + \put(462,22){\makebox(0,0)[r]{\strut{}\footnotesize{\SI{980.5}{}}}}% + \put(462,398){\makebox(0,0)[r]{\strut{}\footnotesize{\SI{980.7}{}}}}% + \put(462,774){\makebox(0,0)[r]{\strut{}\footnotesize{\SI{980.9}{}}}}% + \put(462,1151){\makebox(0,0)[r]{\strut{}\footnotesize{\SI{981.1}{}}}}% + \put(462,1527){\makebox(0,0)[r]{\strut{}\footnotesize{\SI{981.3}{}}}}% + \put(462,1903){\makebox(0,0)[r]{\strut{}\footnotesize{\SI{981.5}{}}}}% + \put(594,-198){\makebox(0,0){\strut{}\footnotesize{\SI{0}{\second}}}}% + \put(1457,-198){\makebox(0,0){\strut{}\footnotesize{\SI{10}{\second}}}}% + \put(2319,-198){\makebox(0,0){\strut{}\footnotesize{\SI{20}{\second}}}}% + \put(3182,-198){\makebox(0,0){\strut{}\footnotesize{\SI{30}{\second}}}}% + \put(4044,-198){\makebox(0,0){\strut{}\footnotesize{\SI{40}{\second}}}}% + \put(4907,-198){\makebox(0,0){\strut{}\footnotesize{\SI{50}{\second}}}}% }% \gplgaddtomacro\gplfronttext{% + \csname LTb\endcsname% + \put(749,1790){\rotatebox{90}{\makebox(0,0)[r]{\strut{}\small{error}}}}% + \put(1189,1790){\rotatebox{90}{\makebox(0,0)[r]{\strut{}\small{estimation}}}}% + \put(2569,1715){\makebox(0,0){\strut{}\small{walking along the hallway}}}% + \put(4200,1715){\makebox(0,0){\strut{}\small{stair}}}% }% \gplbacktext \put(0,0){\includegraphics{baro_setup_issue}}% diff --git a/tex/gfx/eval/error_timed_nexus.eps b/tex/gfx/eval/error_timed_nexus.eps index 4f7bdd9..e511ff1 100644 --- a/tex/gfx/eval/error_timed_nexus.eps +++ b/tex/gfx/eval/error_timed_nexus.eps @@ -1,7 +1,7 @@ %!PS-Adobe-2.0 EPSF-2.0 %%Title: error_timed_nexus.tex %%Creator: gnuplot 5.0 patchlevel 1 -%%CreationDate: Mon Feb 15 17:01:39 2016 +%%CreationDate: Tue Feb 16 19:06:27 2016 %%DocumentFonts: %%BoundingBox: 50 50 294 150 %%EndComments @@ -441,7 +441,7 @@ SDict begin [ /Author (kazu) % /Producer (gnuplot) % /Keywords () - /CreationDate (Mon Feb 15 17:01:39 2016) + /CreationDate (Tue Feb 16 19:06:27 2016) /DOCINFO pdfmark end } ifelse @@ -571,19 +571,21 @@ stroke 0 1683 V -4235 0 V Z stroke +1.000 UL +LTb +1.00 1.00 1.00 C 1.000 1348 1745 2752 201 BoxColFill +LCb setrgbcolor +1348 1745 N +0 201 V +2752 0 V +0 -201 V +-2752 0 V +Z stroke 1.000 UP 1.000 UL LTb 1.000 UL LTb -2277 1771 N -0 176 V -2565 0 V -0 -176 V --2565 0 V -Z stroke -1.000 UL -LTb 0.00 0.00 0.00 C 748 1947 M 13 -42 V 14 -52 V @@ -1469,44 +1471,6 @@ stroke 3636 588 M 14 4 V 14 5 V stroke -LCw setrgbcolor -1.000 2277 1771 2565 176 BoxColFill -1.000 UL -LTb -LCb setrgbcolor -LTb -2277 1771 N -0 176 V -2565 0 V -0 -176 V --2565 0 V -Z stroke -1.000 UL -LTb -0.00 0.00 0.00 C LCb setrgbcolor -1.000 UL -LTb -0.00 0.00 0.00 C 2805 1859 M -195 0 V -stroke -LTb -LCb setrgbcolor -LTb -0.00 0.00 0.80 C LCb setrgbcolor -1.000 UL -LTb -0.00 0.00 0.80 C 3660 1859 M -195 0 V -stroke -LTb -LCb setrgbcolor -LTb -0.80 0.00 0.00 C LCb setrgbcolor -1.000 UL -LTb -0.80 0.00 0.00 C 4515 1859 M -195 0 V -stroke 2.000 UL LTb LCb setrgbcolor diff --git a/tex/gfx/eval/error_timed_nexus.gp b/tex/gfx/eval/error_timed_nexus.gp index dd7c255..5818091 100644 --- a/tex/gfx/eval/error_timed_nexus.gp +++ b/tex/gfx/eval/error_timed_nexus.gp @@ -82,7 +82,12 @@ set label 9 "\\footnotesize{9}" at 136,10 center rotate by 0 front set object 10 rectangle from 142,0 to 150,15 fs solid noborder fc rgb "#dddddd" behind # end set label 10 "\\footnotesize{10}" at 146,10 center rotate by 0 front -#unset key +set object 900 rectangle at graph 0.5, 0.94 size graph 0.65,0.12 fs solid fc rgb "#ffffff" lc rgb "#000000" +set label 901 "\\textcolor[rgb]{0,0,0}{\\footnotesize{simple \\eqref{eq:transSimple}}}" at graph 0.28, 0.94 center front +set label 902 "\\textcolor[rgb]{0,0,0.8}{\\footnotesize{multi \\eqref{eq:transMultiPath}}}" at graph 0.49, 0.94 center front +set label 903 "\\textcolor[rgb]{0.8,0,0}{\\footnotesize{shortest \\eqref{eq:transShortestPath}}}" at graph 0.71, 0.94 center front + +unset key set yrange[0:13] set xrange[0:151] plot \ diff --git a/tex/gfx/eval/error_timed_nexus.tex b/tex/gfx/eval/error_timed_nexus.tex index 0277f66..1c72390 100644 --- a/tex/gfx/eval/error_timed_nexus.tex +++ b/tex/gfx/eval/error_timed_nexus.tex @@ -99,12 +99,6 @@ \put(4533,44){\makebox(0,0){\strut{}\footnotesize{140 s}}}% }% \gplgaddtomacro\gplfronttext{% - \csname LTb\endcsname% - \put(2673,1859){\makebox(0,0)[r]{\strut{}\footnotesize{simple}\hspace{-1.5mm}}}% - \csname LTb\endcsname% - \put(3528,1859){\makebox(0,0)[r]{\strut{}\footnotesize{multi}\hspace{-1.5mm}}}% - \csname LTb\endcsname% - \put(4383,1859){\makebox(0,0)[r]{\strut{}\footnotesize{shortest}\hspace{-1.5mm}}}% \csname LTb\endcsname% \put(803,523){\makebox(0,0){\strut{}\footnotesize{1}}}% \put(1364,1559){\makebox(0,0){\strut{}\footnotesize{2}}}% @@ -116,6 +110,9 @@ \put(4057,1559){\makebox(0,0){\strut{}\footnotesize{8}}}% \put(4421,1559){\makebox(0,0){\strut{}\footnotesize{9}}}% \put(4702,1559){\makebox(0,0){\strut{}\footnotesize{10}}}% + \put(1793,1846){\makebox(0,0){\strut{}\textcolor[rgb]{0,0,0}{\footnotesize{simple \eqref{eq:transSimple}}}}}% + \put(2682,1846){\makebox(0,0){\strut{}\textcolor[rgb]{0,0,0.8}{\footnotesize{multi \eqref{eq:transMultiPath}}}}}% + \put(3614,1846){\makebox(0,0){\strut{}\textcolor[rgb]{0.8,0,0}{\footnotesize{shortest \eqref{eq:transShortestPath}}}}}% }% \gplbacktext \put(0,0){\includegraphics{error_timed_nexus}}% diff --git a/tex/gfx/eval/path_nexus.gp b/tex/gfx/eval/path_nexus.gp index c280af2..aa75f90 100644 --- a/tex/gfx/eval/path_nexus.gp +++ b/tex/gfx/eval/path_nexus.gp @@ -11,7 +11,7 @@ set ticslevel 0 set view equal xy set zrange [-200:2000] -set key at screen 0.30,0.15 samplen 1.2 box opaque width -7 +set key at screen 0.30,0.15 samplen 1.2 box opaque width -19 set view 70,50 #set object 1 polygon from 1000,4200,1060 to 1000,5200,1060 to 1700,5200,1060 to 1700,4200,1060 fs solid noborder fc rgb "#cccccc" behind @@ -70,7 +70,7 @@ set multiplot layout 1,1 scale 2.4,2.4 offset 0,0.1 splot \ "data/floors.dat" with lines lc rgb "#cccccc" notitle,\ "data/est_bergwerk_path4_nexus_multi.dat" using 1:2:3:(f4(column(0))) with lines lw 8 palette notitle,\ - "data/est_bergwerk_path4_nexus_multi.dat" with lines lw 2 lc rgb "#000099" title "\\footnotesize{multi}",\ + "data/est_bergwerk_path4_nexus_multi.dat" with lines lw 2 lc rgb "#000099" title "\\footnotesize{multi \\eqref{eq:transMultiPath}}",\ "data/path4.dat" with lines title "\\footnotesize{ground truth}" dashtype 3 lw 2 lc rgb "#000000" unset multiplot diff --git a/tex/gfx/eval/path_nexus_detail.eps b/tex/gfx/eval/path_nexus_detail.eps index 4a6a531..91d84b0 100644 --- a/tex/gfx/eval/path_nexus_detail.eps +++ b/tex/gfx/eval/path_nexus_detail.eps @@ -1,7 +1,7 @@ %!PS-Adobe-2.0 EPSF-2.0 %%Title: path_nexus_detail.tex %%Creator: gnuplot 5.0 patchlevel 1 -%%CreationDate: Sat Feb 13 10:34:23 2016 +%%CreationDate: Tue Feb 16 19:12:37 2016 %%DocumentFonts: %%BoundingBox: 50 50 302 226 %%EndComments @@ -441,7 +441,7 @@ SDict begin [ /Author (kazu) % /Producer (gnuplot) % /Keywords () - /CreationDate (Sat Feb 13 10:34:23 2016) + /CreationDate (Tue Feb 16 19:12:37 2016) /DOCINFO pdfmark end } ifelse diff --git a/tex/gfx/eval/path_nexus_detail.tex b/tex/gfx/eval/path_nexus_detail.tex index f3580ad..0665219 100644 --- a/tex/gfx/eval/path_nexus_detail.tex +++ b/tex/gfx/eval/path_nexus_detail.tex @@ -84,11 +84,11 @@ }% \gplgaddtomacro\gplfronttext{% \csname LTb\endcsname% - \put(1027,419){\makebox(0,0)[r]{\strut{}\footnotesize{multi}}}% + \put(1027,419){\makebox(0,0)[r]{\strut{}\footnotesize{multi \eqref{eq:transMultiPath}}}}% \csname LTb\endcsname% \put(1027,199){\makebox(0,0)[r]{\strut{}\footnotesize{ground truth}}}% \csname LTb\endcsname% - \put(1027,419){\makebox(0,0)[r]{\strut{}\footnotesize{multi}}}% + \put(1027,419){\makebox(0,0)[r]{\strut{}\footnotesize{multi \eqref{eq:transMultiPath}}}}% \csname LTb\endcsname% \put(1027,199){\makebox(0,0)[r]{\strut{}\footnotesize{ground truth}}}% \csname LTb\endcsname% diff --git a/tex/gfx/eval/paths.eps b/tex/gfx/eval/paths.eps index ae9b431..c750cc6 100644 --- a/tex/gfx/eval/paths.eps +++ b/tex/gfx/eval/paths.eps @@ -1,7 +1,7 @@ %!PS-Adobe-2.0 EPSF-2.0 %%Title: paths.tex %%Creator: gnuplot 5.0 patchlevel 1 -%%CreationDate: Fri Feb 12 17:41:14 2016 +%%CreationDate: Tue Feb 16 19:10:12 2016 %%DocumentFonts: %%BoundingBox: 50 50 302 230 %%EndComments @@ -441,7 +441,7 @@ SDict begin [ /Author (kazu) % /Producer (gnuplot) % /Keywords () - /CreationDate (Fri Feb 12 17:41:14 2016) + /CreationDate (Tue Feb 16 19:10:12 2016) /DOCINFO pdfmark end } ifelse @@ -4534,7 +4534,7 @@ stroke LCb setrgbcolor 1.500 UL LTb -0.60 0.60 0.00 C 1968 1175 M +0.60 0.00 0.00 C 1968 1175 M 74 -25 V 201 94 V 198 324 V @@ -4555,7 +4555,7 @@ stroke LCb setrgbcolor 1.500 UL LTb -0.00 0.00 0.40 C 1068 3213 M +0.00 0.00 0.60 C 1068 3213 M 384 -125 V 186 21 V 173 -268 V @@ -4574,7 +4574,7 @@ stroke LCb setrgbcolor 1.500 UL LTb -0.00 0.40 0.00 C 570 2690 M +0.00 0.60 0.00 C 570 2690 M 543 253 V 270 126 V 541 251 V @@ -7499,19 +7499,19 @@ stroke LCb setrgbcolor 1.500 UL LTb -0.60 0.60 0.00 C 882 750 M +0.60 0.00 0.00 C 882 750 M 195 0 V stroke LCb setrgbcolor 1.500 UL LTb -0.00 0.00 0.40 C 882 530 M +0.00 0.00 0.60 C 882 530 M 195 0 V stroke LCb setrgbcolor 1.500 UL LTb -0.00 0.40 0.00 C 882 310 M +0.00 0.60 0.00 C 882 310 M 195 0 V 1.000 UP stroke diff --git a/tex/gfx/eval/paths.gp b/tex/gfx/eval/paths.gp index 199d874..3f07294 100644 --- a/tex/gfx/eval/paths.gp +++ b/tex/gfx/eval/paths.gp @@ -21,9 +21,9 @@ set zrange [-300:1600] splot \ "data/floors.dat" with lines lc rgb "#aaaaaa" dashtype 3 notitle,\ "data/path1.dat" using (column(1)+70):(column(2)-60):3 with lines lw 3.0 dashtype 3 lc rgb "#000000" title "path 1", \ - "data/path2.dat" using (column(1)+60):(column(2)+60):3 with lines lw 1.5 lc rgb "#999900" title "path 2",\ - "data/path3.dat" using (column(1)-30):(column(2)+90):3 with lines lw 1.5 lc rgb "#000066" title "path 3",\ - "data/path4.dat" using (column(1)-70):(column(2)-60):3 with lines lw 1.5 lc rgb "#006600" title "path 4",\ + "data/path2.dat" using (column(1)+60):(column(2)+60):3 with lines lw 1.5 lc rgb "#990000" title "path 2",\ + "data/path3.dat" using (column(1)-30):(column(2)+90):3 with lines lw 1.5 lc rgb "#000099" title "path 3",\ + "data/path4.dat" using (column(1)-70):(column(2)-60):3 with lines lw 1.5 lc rgb "#009900" title "path 4",\ "data/startpoints_moved.dat" with points notitle pt 7 ps 1.0 lc rgb "#000000",\ diff --git a/tex/gfx/floorplan_dijkstra_heatmap.eps b/tex/gfx/floorplan_dijkstra_heatmap.eps index c2f2644..6c8acde 100644 --- a/tex/gfx/floorplan_dijkstra_heatmap.eps +++ b/tex/gfx/floorplan_dijkstra_heatmap.eps @@ -1,10 +1,10 @@ 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b/tex/misc/functions.tex index 2e2b95a..036c707 100644 --- a/tex/misc/functions.tex +++ b/tex/misc/functions.tex @@ -36,7 +36,7 @@ \newcommand{\mObsHeading}{\Delta\mHeading} % symbol used for the observation heading \newcommand{\mStateHeading}{\mHeading} % symbol used for the state heading -\newcommand{\mSteps}{\text{steps}} +\newcommand{\mSteps}{n_\text{steps}} \newcommand{\mObsSteps}{\mSteps} \newcommand{\mNN}{\text{nn}}