tests/hkl-interval-t.c

   1 /* This file is part of the hkl library.
   2  *
   3  * The hkl library is free software: you can redistribute it and/or modify
   4  * it under the terms of the GNU General Public License as published by
   5  * the Free Software Foundation, either version 3 of the License, or
   6  * (at your option) any later version.
   7  *
   8  * The hkl library is distributed in the hope that it will be useful,
   9  * but WITHOUT ANY WARRANTY; without even the implied warranty of
  10  * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the
  11  * GNU General Public License for more details.
  12  *
  13  * You should have received a copy of the GNU General Public License
  14  * along with the hkl library.  If not, see <http://www.gnu.org/licenses/>.
  15  *
  16  * Copyright (C) 2003-2016 Synchrotron SOLEIL
  17  *                         L'Orme des Merisiers Saint-Aubin
  18  *                         BP 48 91192 GIF-sur-YVETTE CEDEX
  19  *
  20  * Authors: Picca Frédéric-Emmanuel <picca@synchrotron-soleil.fr>
  21  */
  22
  23 #define _GNU_SOURCE
  24 #include "hkl.h"
  25 #include <tap/basic.h>
  26 #include <tap/float.h>
  27
  28 #include "hkl-interval-private.h"
  29
  30 static void cmp(void)
  31 {
  32         HklInterval interval_ref = {-1, 1};
  33         HklInterval interval;
  34
  35         interval = interval_ref;
  36         ok(FALSE == hkl_interval_cmp(&interval_ref, &interval), __func__);
  37 }
  38
  39 static void plus_interval(void)
  40 {
  41         HklInterval i_ref = {-2, 8};
  42         HklInterval i1 = {-1, 4};
  43         HklInterval i2 = {-1, 4};
  44
  45         hkl_interval_plus_interval(&i1, &i2);
  46         ok(FALSE == hkl_interval_cmp(&i_ref, &i1), __func__);
  47 }
  48
  49 static void plus_double(void)
  50 {
  51         HklInterval i_ref = {-1, 9};
  52         HklInterval i1 = {-2, 8};
  53
  54         hkl_interval_plus_double(&i1, 1);
  55         ok(FALSE == hkl_interval_cmp(&i_ref, &i1), __func__);
  56 }
  57
  58 static void times_interval(void)
  59 {
  60         HklInterval i_ref = {-9, 36};
  61         HklInterval i1 = {-1, 9};
  62         HklInterval i2 = {-1, 4};
  63
  64         hkl_interval_times_interval(&i1, &i2);
  65         ok(FALSE == hkl_interval_cmp(&i_ref, &i1), __func__);
  66 }
  67
  68 static void times_double(void)
  69 {
  70         HklInterval i_ref = {-108, 27};
  71         HklInterval i1 = {-9, 36};
  72
  73         hkl_interval_times_double(&i1, -3);
  74         ok(FALSE == hkl_interval_cmp(&i_ref, &i1), __func__);
  75 }
  76
  77 static void divides_double(void)
  78 {
  79         HklInterval i_ref = {-9, 36};
  80         HklInterval i1 = {-108, 27};
  81
  82         hkl_interval_divides_double(&i1, -3);
  83         ok(FALSE == hkl_interval_cmp(&i_ref, &i1), __func__);
  84 }
  85
  86 static void contain_zero(void)
  87 {
  88         HklInterval i1 = {-9, 36};
  89         HklInterval i2 = {-108, -27};
  90
  91         ok(TRUE == hkl_interval_contain_zero(&i1), __func__);
  92         ok(FALSE == hkl_interval_contain_zero(&i2), __func__);
  93 }
  94
  95 static void cosinus(void)
  96 {
  97         /* we will test all 16 cases. */
  98         /* we devide the trigonometric circle in 4 from quaters */
  99         /*  0 [0, pi/2[ */
 100         /*  1 [pi/2, pi[ */
 101         /*  2 [pi, 3*pi/2[ */
 102         /*  3 [3*pi/2, 2*pi[ */
 103         HklInterval i_ref;
 104         HklInterval i;
 105         double min;
 106         double max;
 107
 108 #define COS(a, b, min_ref, max_ref)  do {                               \
 109                 i.min = min = a * HKL_DEGTORAD;                         \
 110                 i.max = max = b * HKL_DEGTORAD;                         \
 111                 i_ref.min = min_ref;                                    \
 112                 i_ref.max = max_ref;                                    \
 113                 hkl_interval_cos(&i);                                   \
 114                 ok(FALSE == hkl_interval_cmp(&i_ref, &i), __func__);    \
 115         } while(0)
 116
 117         /* 1st max(0) */
 118         /* min(0) */
 119         COS(10, 14, cos(max), cos(min));
 120         /* min(3) */
 121         COS(-15, 14,cos(min), 1);
 122         /* min(2) */
 123         COS(-95, 14, cos(min), 1);
 124         /* min(1) */
 125         COS(-215, 14, -1, 1);
 126
 127         /* 2nd max(1) */
 128         /* min(0) */
 129         COS(10, 100, cos(max), cos(min));
 130         /* min(3) */
 131         COS(-20, 100, cos(max), 1);
 132         /* min(2) */
 133         COS(-110, 100, cos(min), 1);
 134         COS(-95, 100, cos(max), 1);
 135         /* min(1) */
 136         COS(-190, 100,-1, 1);
 137
 138         /* 3rd max(2) */
 139         /* min(0) */
 140         COS(10, 190, -1, cos(min));
 141         /* min(3) */
 142         COS(95, 190, -1, cos(min));
 143         COS(175, 190, -1, cos(max));
 144         /* min(2) */
 145         COS(185, 190, cos(min), cos(max));
 146         COS(-95, 190, -1, 1);
 147         /* min(1) */
 148         COS(-45, 190, -1, 1);
 149
 150         /* 4th max(3) */
 151         /* min(0) */
 152         COS(-350, -30, -1, cos(min));
 153         COS(-310, -30, -1, cos(max));
 154         /* min(3) */
 155         COS(-40, -30, cos(min), cos(max));
 156         COS(-370, -30, -1, 1);
 157         /* min(2) */
 158         COS(-100, -30, cos(min), cos(max));
 159         /* min(1) */
 160         COS(-190, -30, -1, cos(max));
 161 }
 162
 163 static void acosinus(void)
 164 {
 165         HklInterval i_ref = {acos(.5), acos(-.5)};
 166         HklInterval i = {-.5, .5};
 167
 168         hkl_interval_acos(&i);
 169         ok(FALSE == hkl_interval_cmp(&i_ref, &i), __func__);
 170 }
 171
 172 static void sinus(void)
 173 {
 174         /* we will test all 16 cases. */
 175         /* we devide the trigonometric circle in 4 from quaters */
 176         /* 0 [0, pi/2[ */
 177         /* 1 [pi/2, pi[ */
 178         /* 2 [pi, 3*pi/2[ */
 179         /* 3 [3*pi/2, 2*pi[ */
 180         HklInterval i_ref;
 181         HklInterval i;
 182         double min, max;
 183
 184 #define SIN(a,b, min_ref, max_ref)  do {                                \
 185                 i.min = min = a *  HKL_DEGTORAD;                        \
 186                 i.max = max = b *  HKL_DEGTORAD;                        \
 187                 i_ref.min = min_ref;                                    \
 188                 i_ref.max = max_ref;                                    \
 189                 hkl_interval_sin(&i);                                   \
 190                 ok(FALSE == hkl_interval_cmp(&i_ref, &i), __func__);    \
 191         } while(0)
 192
 193         /* 1st max(0) */
 194         /*  min(0) */
 195         SIN(10, 14,sin(min), sin(max));
 196         SIN(-275, 14, -1, 1);
 197         /* min(3) */
 198         SIN(-15, 14, sin(min), sin(max));
 199         /* min(2) */
 200         SIN(-95, 14, -1, sin(max));
 201         /* min(1) */
 202         SIN(-185, 14, -1, sin(max));
 203         SIN(-215, 14, -1, sin(min));
 204
 205         /* 2nd max(1) */
 206         /* min(0) */
 207         SIN(10, 100, sin(min), 1);
 208         SIN(85, 100, sin(max), 1);
 209         /* min(3) */
 210         SIN(-20, 100, sin(min), 1);
 211         /* min(2) */
 212         SIN(-110, 100, -1, 1);
 213         /* min(1) */
 214         SIN(-190, 100, -1, 1);
 215         SIN(95, 100, sin(max), sin(min));
 216
 217         /* 3rd max(2) */
 218         /* min(0) */
 219         SIN(10, 190, sin(max), 1);
 220         /* min(3) */
 221         SIN(95, 190, sin(max), sin(min));
 222         /* min(2) */
 223         SIN(-95, 190, -1, 1);
 224         SIN(185, 190, sin(max), sin(min));
 225         /* min(1) */
 226         SIN(-5, 190, sin(max), 1);
 227         SIN(-45, 190, sin(min), 1);
 228
 229         /* 4th max(3) */
 230         /* min(0); */
 231         SIN(-350, -30, -1, 1);
 232         /* min(3); */
 233         SIN(-40, -30, sin(min), sin(max));
 234         SIN(-370, -30, -1, 1);
 235         /* min(2); */
 236         SIN(-100, -30, -1, sin(max));
 237         SIN(-170, -30, -1, sin(min));
 238         /* min(1); */
 239         SIN(-190, -30, -1, sin(min));
 240 }
 241
 242 static void asinus(void)
 243 {
 244         HklInterval i_ref = {asin(-.5), asin(.5)};
 245         HklInterval i = {-.5, .5};
 246
 247         hkl_interval_asin(&i);
 248         ok(FALSE == hkl_interval_cmp(&i_ref, &i), __func__);
 249 }
 250
 251 static void tangeante(void)
 252 {
 253         HklInterval i;
 254         HklInterval i_ref;
 255         double min, max;
 256
 257 #define TAN(a,b, min_ref, max_ref)  do {                                \
 258                 i.min = min = a *  HKL_DEGTORAD;                        \
 259                 i.max = max = b *  HKL_DEGTORAD;                        \
 260                 i_ref.min = min_ref;                                    \
 261                 i_ref.max = max_ref;                                    \
 262                 hkl_interval_tan(&i);                                   \
 263                 ok(FALSE == hkl_interval_cmp(&i_ref, &i), __func__);    \
 264         } while(0)
 265
 266         TAN(-100, -89, -INFINITY, INFINITY);
 267
 268         /*
 269         // The limit case is not yet ok
 270         TAN(-100, 11, 12, -90);
 271         r_ref.set(-hklconstantmathinfinity, tan(current), tan(consign), hklconstantmathinfinity);
 272         ok(r_ref, r);
 273         */
 274 }
 275
 276 static void atangeante(void)
 277 {
 278         HklInterval i_ref = {atan(-10.), atan(10)};
 279         HklInterval i = {-10, 10};
 280
 281         hkl_interval_atan(&i);
 282         ok(FALSE == hkl_interval_cmp(&i_ref, &i), __func__);
 283 }
 284
 285 static void length(void)
 286 {
 287         HklInterval interval;
 288
 289         interval.min = 10;
 290         interval.max = 11;
 291         is_double(1., hkl_interval_length(&interval), HKL_EPSILON, __func__);
 292
 293         interval.min = -11;
 294         interval.max = -10;
 295         is_double(1., hkl_interval_length(&interval), HKL_EPSILON, __func__);
 296 }
 297
 298 int main(void)
 299 {
 300         plan(59);
 301
 302         cmp();
 303         plus_interval();
 304         plus_double();
 305         times_interval();
 306         times_double();
 307         divides_double();
 308         contain_zero();
 309         cosinus();
 310         acosinus();
 311         sinus();
 312         asinus();
 313         tangeante();
 314         atangeante();
 315         length();
 316
 317         return 0;
 318 }