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Plot text values for partial pressure graphs
The algorithms attempt to identify "interesting" points where the user might want to know the value of the graph. Signed-off-by: Dirk Hohndel <dirk@hohndel.org>
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1 changed files with 262 additions and 1 deletions
263
profile.c
263
profile.c
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@ -8,6 +8,7 @@
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#include <stdarg.h>
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#include <string.h>
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#include <time.h>
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#include <math.h>
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#include "dive.h"
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#include "display.h"
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@ -505,6 +506,264 @@ static void plot_depth_scale(struct graphics_context *gc, struct plot_info *pi)
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}
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}
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/* ap points to an array of int with pi->nr + 1 elements that is
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* ininitialized with just one -1 entry
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* this adds entries (if they aren't too close to an existing one)
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* and keeps things sorted
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* we KNOW the array is big enough to hold all possible indices
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* a2p is a secondary array - we insert value at the same relative
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* positio as idx in ap */
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static void add_index(int idx, int margin, int **ap, int **a2p, int value)
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{
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int j, i = 0;
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int *a = *ap;
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int *a2 = *a2p;
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while (a[i] != -1 && a[i] < idx)
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i++;
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if (a[i] == idx)
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return;
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if (a[i] != -1 && a[i - 1] != -1 && idx - a[i - 1] < margin)
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return;
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if (a[i] != -1 && a[i] - idx < margin)
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return;
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j = i;
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while (a[j] != -1)
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j++;
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while (j >= i) {
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a[j+1] = a[j];
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a2[j+1] = a2[j];
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j--;
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}
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a[i] = idx;
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a2[i] = value;
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}
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#define LI(_i,_j) MAX((_i)-(_j), 0)
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#define RI(_i,_j) MIN((_i)+(_j), nr - 1)
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#define SPIKE(_i,_s) if (fabs(_s) > fabs(spk_data[_i])) spk_data[_i] = (_s)
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/* this is an attempt at a metric that finds spikes in a data series */
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static void calculate_spikyness(int nr, double *data, double *spk_data, int deltax, double deltay)
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{
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int i, j;
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double dminl, dminr, dmaxl, dmaxr;
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#if DEBUG_PROFILE > 2
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printf("Spike data: \n 0 ");
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#endif
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for (i = 0; i < nr; i++) {
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dminl = dminr = dmaxl = dmaxr = data[i];
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spk_data[i] = 0.0;
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for (j = 1; j < deltax; j++) {
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if (data[LI(i,j)] < dminl)
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dminl = data[LI(i,j)];
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if (data[LI(i,j)] > dmaxl)
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dmaxl = data[LI(i,j)];
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if (data[RI(i,j)] < dminr)
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dminr = data[RI(i,j)];
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if (data[RI(i,j)] > dmaxr)
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dmaxr = data[RI(i,j)];
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/* don't do super narrow */
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if (j < deltax / 3)
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continue;
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/* falling edge on left */
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if (dmaxl == data[i] && dmaxr - data[i] < 0.1 * (data[i] - dminl))
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SPIKE(i,(data[i] - dminl) / j);
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/* falling edge on right */
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if (dmaxr == data[i] && dmaxl - data[i] < 0.1 * (data[i] - dminr))
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SPIKE(i,(data[i] - dminr) / j);
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/* minima get a negative spike value */
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/* rising edge on left */
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if (dminl == data[i] && data[i] - dminr < 0.1 * (dmaxl - data[i]))
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SPIKE(i,(data[i] - dmaxl) / j);
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/* rising edge on right */
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if (dminr == data[i] && data[i] - dminl < 0.1 * (dmaxr - data[i]))
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SPIKE(i,(data[i] - dmaxr) / j);
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}
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#if DEBUG_PROFILE > 2
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fprintf(debugfile, "%.4lf ", spk_data[i]);
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if (i % 12 == 11)
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fprintf(debugfile, "\n%2d ", (i + 1) / 12);
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#endif
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}
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#if DEBUG_PROFILE > 2
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printf("\n");
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#endif
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}
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/* only show one spike in a deltax wide region - pick the highest (and first if the same) */
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static gboolean higher_spike(double *spk_data, int idx, int nr, int deltax)
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{
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int i;
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double s = fabs(spk_data[idx]);
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for (i = MAX(0, idx - deltax); i <= MIN(idx + deltax, nr - 1); i++)
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if (fabs(spk_data[i]) > s)
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return TRUE;
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else if (fabs(spk_data[i]) == s && i < idx)
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return TRUE;
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return FALSE;
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}
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/* this figures out which time stamps provide "interesting" formations in the graphs;
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* this includes local minima and maxima as well as long plateaus.
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* pass in the function that returns the value at a certain point (as double),
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* the delta in time (expressed as number of data points of "significant time")
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* the delta at which the value is considered to have been "significantly changed" and
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* the number of points to cover
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* returns a list of indices that ends with a -1 of times that are "interesting" */
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static void find_points_of_interest(struct plot_info *pi, double (*value_func)(int, struct plot_info *),
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int deltax, double deltay, int **poip, int **poip_vpos)
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{
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int i, j, nr = pi->nr;
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double *data, *data_max, *data_min, *spk_data;
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double min, max;
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int *pois;
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/* avoid all the function calls by creating a local array and
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* have some helper arrays to make our lifes easier */
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data = malloc(nr * sizeof(double));
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data_max = malloc(nr * sizeof(double));
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data_min = malloc(nr * sizeof(double));
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spk_data = malloc(nr * sizeof(double));
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pois = *poip = malloc((nr + 1) * sizeof(int));
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*poip_vpos = malloc((nr + 1) * sizeof(int));
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pois[0] = -1;
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pois[1] = -1;
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/* copy the data and get the absolute minimum and maximum while we do it */
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for (i = 0; i < nr; i++) {
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data_max[i] = data_min[i] = data[i] = value_func(i, pi);
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if (i == 0 || data[i] < min)
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min = data[i];
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if (i == 0 || data[i] > max)
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max = data[i];
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}
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/* next find out if there are real spikes in the graph */
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calculate_spikyness(nr, data, spk_data, deltax, deltay);
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/* now process all data points */
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for (i = 0; i < nr; i++) {
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/* get the local min/max */
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for (j = MAX(0, i - deltax); j < i + deltax && j < nr; j++) {
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if (data[j] < data[i])
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data_min[i] = data[j];
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if (data[j] > data[i])
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data_max[i] = data[j];
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}
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/* is i the overall minimum or maximum */
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if (data[i] == max)
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add_index(i, deltax, poip, poip_vpos, BOTTOM);
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if (data[i] == min)
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add_index(i, deltax, poip, poip_vpos, TOP);
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/* is i a spike? */
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if (fabs(spk_data[i]) > 0.01 && ! higher_spike(spk_data, i, nr, deltax)) {
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if (spk_data[i] > 0.0)
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add_index(i, deltax, poip, poip_vpos, BOTTOM);
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if (spk_data[i] < 0.0)
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add_index(i, deltax, poip, poip_vpos, TOP);
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}
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/* is i a significant local minimum or maximum? */
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if (data[i] == data_min[i] && data_max[i] - data[i] > deltay)
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add_index(i, deltax, poip, poip_vpos, TOP);
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if (data[i] == data_max[i] && data[i] - data_min[i] > deltay)
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add_index(i, deltax, poip, poip_vpos, BOTTOM);
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}
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/* still need to search for plateaus */
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}
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static void setup_pp_limits(struct graphics_context *gc, struct plot_info *pi)
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{
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int maxdepth;
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gc->leftx = 0;
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gc->rightx = get_maxtime(pi);
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/* the maxdepth already includes extra vertical space - and if
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* we take the corresponding pressure as maximum partial
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* pressure the graph seems to look fine*/
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maxdepth = get_maxdepth(pi);
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gc->topy = (maxdepth + 10000) / 10000.0 * 1.01325;
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gc->bottomy = 0.0;
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}
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static void plot_single_pp_text(struct graphics_context *gc, int sec, double pp, color_indice_t color)
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{
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text_render_options_t tro = {12, color, CENTER, BOTTOM};
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plot_text(gc, &tro, sec, pp, "%.1lf", pp);
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if (color == PN2)
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printf("pN2 %lf\n", pp);
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}
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#define MAXPP(_mpp, _pp) { _mpp = 0; \
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for(i = 0; i< pi->nr; i++) \
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if (pi->entry[i]._pp > _mpp) \
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_mpp = pi->entry[i]._pp; \
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}
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static double po2_value(int idx, struct plot_info *pi)
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{
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return pi->entry[idx].po2;
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}
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static double pn2_value(int idx, struct plot_info *pi)
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{
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return pi->entry[idx].pn2;
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}
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static double phe_value(int idx, struct plot_info *pi)
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{
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return pi->entry[idx].phe;
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}
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static void plot_single_gas_pp_text(struct graphics_context *gc, struct plot_info *pi,
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double (*value_func)(int, struct plot_info *),
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double value_threshold, int color)
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{
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int *pois, *pois_vpos;
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int i, two_minutes = 1;
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/* don't bother with local min/max if the dive is under two minutes */
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if (pi->entry[pi->nr - 1].sec > 120) {
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int idx = 0;
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while (pi->entry[idx].sec == 0)
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idx++;
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while (pi->entry[idx + two_minutes].sec < 120)
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two_minutes++;
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} else {
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two_minutes = pi->nr;
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}
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find_points_of_interest(pi, value_func, two_minutes, value_threshold, &pois, &pois_vpos);
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for (i = 0; pois[i] != -1; i++) {
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struct plot_data *entry = pi->entry + pois[i];
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#if DEBUG_PROFILE > 1
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fprintf(debugfile, "POI at %d sec value %lf\n", entry->sec, entry->po2);
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#endif
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plot_single_pp_text(gc, entry->sec, value_func(pois[i], pi), color);
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}
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free(pois);
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free(pois_vpos);
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}
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static void plot_pp_text(struct graphics_context *gc, struct plot_info *pi)
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{
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setup_pp_limits(gc, pi);
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if (enabled_graphs.po2) {
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plot_single_gas_pp_text(gc, pi, po2_value, 0.4, PO2);
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}
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if (enabled_graphs.pn2) {
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plot_single_gas_pp_text(gc, pi, pn2_value, 0.4, PN2);
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}
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if (enabled_graphs.phe) {
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plot_single_gas_pp_text(gc, pi, phe_value, 0.4, PHE);
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}
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}
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static void plot_pp_gas_profile(struct graphics_context *gc, struct plot_info *pi)
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{
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int i;
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cairo_close_path(gc->cr);
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cairo_stroke(gc->cr);
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if (GRAPHS_ENABLED)
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if (GRAPHS_ENABLED) {
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plot_pp_gas_profile(gc, pi);
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plot_pp_text(gc, pi);
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}
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/* now shift the translation back by half the margin;
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* this way we can draw the vertical scales on both sides */
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