exaggeration step and visuals
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@ -1070,7 +1070,7 @@ The smaller the distance $d$, the more similar the bends are.
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Figure~\ref{fig:elimination-through-iterations} illustrates steps of figure 8
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Figure~\ref{fig:elimination-through-iterations} illustrates steps of figure 8
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from the original paper. There is not much to add to the original description
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from the original paper. There is not much to add to the original description
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beyond an illustrated example.
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beyond repeating the elimination steps in an illustrated example.
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\begin{figure}[ht]
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\begin{figure}[ht]
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\centering
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\centering
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@ -1092,11 +1092,39 @@ beyond an illustrated example.
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\subsection{Combination Operator}
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\subsection{Combination Operator}
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NOTE: not implemented.
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Combination operator was not implemented in this version.
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\subsection{Exaggeration Operator}
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\subsection{Exaggeration Operator}
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NOTE: implemented, explain. Also {\textsc intersection\_tolerance} parameter.
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Exaggeration operator finds bends whose \textsc{adjusted size} is smaller than
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the incoming parameter --- \textsc{half-circle diameter}. Once it finds the
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bend, it will exaggerate it in increments until either becomes true:
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\begin{itemize}
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\item \textsc{adjusted size} of the exaggerated bend is larger than area of
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the half-circle.
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\item The exaggerated bend starts intersecting with a neighboring bend. Then,
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\end{itemize}
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Exaggeration operator requires a constant \textsc{exaggeration step} $s$, which
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should be between 1 and 2. It was arbitrarily picked to \exaggerationEnthusiasm
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for this implementation. A single exaggeration increment is done as follows:
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\begin{enumerate}
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\item Find a candidate bend.
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\item Find the bend's baseline.
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\item Find \textsc{midpoint}, the center of the bend's baseline.
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\item Mark each bend's vertex with a number between $[1,s]$. The number is
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derived with elements linearly interpolated between the start and
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mid-points of the bend. The other half of the bend, from mid-point to
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the final vertex, is linearly interpolated between $[s,1]$.
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\item Each point will be placed farther away from the baseline. The length
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of misplacement is the marked value in the previous step. I.e.
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\end{enumerate}
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\section{Program Implementation}
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\section{Program Implementation}
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20
IV/test.sql
20
IV/test.sql
@ -61,26 +61,6 @@ begin
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ways = array((select way from wm_debug where stage=_stage and name=_name order by id));
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ways = array((select way from wm_debug where stage=_stage and name=_name order by id));
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end $$ language plpgsql;
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end $$ language plpgsql;
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do $$
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declare fig6b1 geometry;
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declare fig6b2 geometry;
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declare sclong geometry;
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declare scshort geometry;
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begin
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delete from wm_visuals where name like 'fig6-%' or name like 'selfcrossing-1%';
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select way from wm_debug where name='fig6' and stage='bbends' and gen=1 into fig6b1 limit 1 offset 0;
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select way from wm_debug where name='fig6' and stage='bbends' and gen=1 into fig6b2 limit 1 offset 2;
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insert into wm_visuals (name, way) values('fig6-baseline', st_makeline(st_startpoint(fig6b2), st_endpoint(fig6b2)));
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insert into wm_visuals (name, way) values('fig6-newline', st_makeline(st_endpoint(fig6b1), st_endpoint(fig6b2)));
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select way from wm_debug where name='selfcrossing-1' and stage='bbends' and gen=1 into sclong limit 1 offset 1;
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select way from wm_debug where name='selfcrossing-1' and stage='bbends' and gen=1 into scshort limit 1 offset 4;
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insert into wm_visuals (name, way) values('selfcrossing-1-baseline', st_makeline(st_startpoint(sclong), st_endpoint(sclong)));
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insert into wm_visuals (name, way) values('selfcrossing-1-newline', st_makeline(st_startpoint(sclong), st_endpoint(scshort)));
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end $$ language plpgsql;
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do $$
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do $$
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declare
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declare
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vbends geometry[];
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vbends geometry[];
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@ -9,13 +9,17 @@ BEGIN { FS="[(); ]" }
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/isolation_threshold constant real default / {
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/isolation_threshold constant real default / {
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x2 += 1;
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x2 += 1;
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d2 = sprintf("\\newcommand{\\isolationThreshold}{%.2f}",$7);
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d2 = sprintf("\\newcommand{\\isolationThreshold}{%.2f}",$7);
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}
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/scale constant float default / {
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x3 += 1;
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d3 = sprintf("\\newcommand{\\exaggerationEnthusiasm}{%.1f}",$7);
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}
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}
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END{
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END{
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if(x1 == 1 && x2 == 1) {
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if(x1 == 1 && x2 == 1 && x3 == 1) {
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print d1 > "vars.inc.tex"
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print d1 > "vars.inc.tex"
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print d2 >> "vars.inc.tex"
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print d2 >> "vars.inc.tex"
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print d3 >> "vars.inc.tex"
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} else {
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} else {
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exit 1
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exit 1
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}
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}
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@ -80,6 +80,26 @@ insert into wm_visuals(name, way) values('salvis', (
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)
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)
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));
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));
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do $$
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declare fig6b1 geometry;
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declare fig6b2 geometry;
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declare sclong geometry;
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declare scshort geometry;
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begin
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delete from wm_visuals where name like 'fig6-%' or name like 'selfcrossing-1%';
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select way from wm_debug where name='fig6' and stage='bbends' and gen=1 into fig6b1 limit 1 offset 0;
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select way from wm_debug where name='fig6' and stage='bbends' and gen=1 into fig6b2 limit 1 offset 2;
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insert into wm_visuals (name, way) values('fig6-baseline', st_makeline(st_startpoint(fig6b2), st_endpoint(fig6b2)));
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insert into wm_visuals (name, way) values('fig6-newline', st_makeline(st_endpoint(fig6b1), st_endpoint(fig6b2)));
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select way from wm_debug where name='selfcrossing-1' and stage='bbends' and gen=1 into sclong limit 1 offset 1;
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select way from wm_debug where name='selfcrossing-1' and stage='bbends' and gen=1 into scshort limit 1 offset 4;
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insert into wm_visuals (name, way) values('selfcrossing-1-baseline', st_makeline(st_startpoint(sclong), st_endpoint(sclong)));
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insert into wm_visuals (name, way) values('selfcrossing-1-newline', st_makeline(st_startpoint(sclong), st_endpoint(scshort)));
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end $$ language plpgsql;
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do $$
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do $$
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declare
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declare
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i integer;
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i integer;
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