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GNU GENERAL PUBLIC LICENSE
Version 3, 29 June 2007
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# Makefile
# Auteur : Farès BELHADJ
# Email : amsi@up8.edu
# Date : 28/04/2020
# définition des commandes utilisées
CC = gcc
ECHO = echo
RM = rm -f
TAR = tar
ZIP = zip
MKDIR = mkdir
CHMOD = chmod
CP = rsync -R
# déclaration des options du compilateur
CFLAGS = -Wall -O3
CPPFLAGS = -I.
LDFLAGS = -lm
# définition des fichiers et dossiers
PACKNAME = sc_00_07
PROGNAME = moteur
VERSION = 0.3
distdir = $(PACKNAME)_$(PROGNAME)-$(VERSION)
HEADERS = moteur.h
SOURCES = window.c primitives.c transformations.c scene.c geometry.c
MSVCSRC = $(patsubst %,<ClCompile Include=\"%\\\" \\/>,$(SOURCES))
OBJ = $(SOURCES:.c=.o)
DOXYFILE = documentation/Doxyfile
VSCFILES = $(PROGNAME).vcxproj $(PROGNAME).sln
EXTRAFILES = COPYING $(wildcard shaders/*.?s images/*) $(VSCFILES)
DISTFILES = $(SOURCES) Makefile $(HEADERS) $(DOXYFILE) $(EXTRAFILES)
# Traitements automatiques pour ajout de chemins et options (ne pas modifier)
ifneq (,$(shell ls -d /usr/local/include 2>/dev/null | tail -n 1))
CPPFLAGS += -I/usr/local/include
endif
ifneq (,$(shell ls -d $(HOME)/local/include 2>/dev/null | tail -n 1))
CPPFLAGS += -I$(HOME)/local/include
endif
ifneq (,$(shell ls -d /usr/local/lib 2>/dev/null | tail -n 1))
LDFLAGS += -L/usr/local/lib
endif
ifneq (,$(shell ls -d $(HOME)/local/lib 2>/dev/null | tail -n 1))
LDFLAGS += -L$(HOME)/local/lib
endif
ifeq ($(shell uname),Darwin)
MACOSX_DEPLOYMENT_TARGET = 10.8
CFLAGS += -mmacosx-version-min=$(MACOSX_DEPLOYMENT_TARGET)
LDFLAGS += -framework OpenGL -mmacosx-version-min=$(MACOSX_DEPLOYMENT_TARGET)
else
LDFLAGS += -lGL
endif
CPPFLAGS += $(shell sdl2-config --cflags)
LDFLAGS += -lGL4Dummies $(shell sdl2-config --libs)
all: $(PROGNAME)
$(PROGNAME): $(OBJ)
$(CC) $(OBJ) $(LDFLAGS) -o $(PROGNAME)
%.o: %.c
$(CC) $(CPPFLAGS) $(CFLAGS) -c $< -o $@
dist: distdir
$(CHMOD) -R a+r $(distdir)
$(TAR) zcvf $(distdir).tgz $(distdir)
$(RM) -r $(distdir)
zip: distdir
$(CHMOD) -R a+r $(distdir)
$(ZIP) -r $(distdir).zip $(distdir)
$(RM) -r $(distdir)
distdir: $(DISTFILES)
$(RM) -r $(distdir)
$(MKDIR) $(distdir)
$(CHMOD) 777 $(distdir)
$(CP) $(DISTFILES) $(distdir)
doc: $(DOXYFILE)
cat $< | sed -e "s/PROJECT_NAME *=.*/PROJECT_NAME = $(PROGNAME)/" |\
sed -e "s/PROJECT_NUMBER *=.*/PROJECT_NUMBER = $(VERSION)/" >> $<.new
mv -f $<.new $<
cd documentation && doxygen && cd ..
msvc: $(VSCFILES)
@echo "Now these files ($?) already exist. If you wish to regenerate them, you should first delete them manually."
$(VSCFILES):
@echo "Generating $@ ..."
@cat ../../Windows/templates/gl4dSample$(suffix $@) | sed -e "s/INSERT_PROJECT_NAME/$(PROGNAME)/g" | sed -e "s/INSERT_TARGET_NAME/$(PROGNAME)/" | sed -e "s/INSERT_SOURCE_FILES/$(MSVCSRC)/" > $@
clean:
@$(RM) -r $(PROGNAME) $(OBJ) *~ $(distdir).tgz $(distdir).zip gmon.out \
core.* documentation/*~ shaders/*~ documentation/html

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/*!\file geometry.h
*
* \brief quelques surfaces basiques sous forme polygonale : un plan
* (quad), un cube et une sphere.
*
* \author Farès BELHADJ, amsi@up8.edu
* \date December 2, 2020.
*/
#include "moteur.h"
#include <assert.h>
#if defined(_MSC_VER)
# define _USE_MATH_DEFINES
#endif
#include <math.h>
/*!\brief fabrique et renvoie une surface représentant un
* quadrilatère "debout" et à la profondeur 0. Il fait la hauteur et
* la largeur du cube unitaire (-1 à 1).*/
surface_t * mkQuad(void) {
const float
data[] = {
-1.0f, -1.0f, 0.0f, 0.0f, 0.0f, 1.0f, 0.0f, 0.0f,
1.0f, -1.0f, 0.0f, 0.0f, 0.0f, 1.0f, 1.0f, 0.0f,
-1.0f, 1.0f, 0.0f, 0.0f, 0.0f, 1.0f, 0.0f, -1.0f,
1.0f, 1.0f, 0.0f, 0.0f, 0.0f, 1.0f, 1.0f, -1.0f
};
const int order[] = { 0, 1, 2, 2, 1, 3 };
surface_t * s;
/* on met du jaune partout */
const vec4 color0 = { 1.0f, 1.0f, 0.0f, 1.0f };
triangle_t t[2];
int i, j, o;
for(i = 0, o = 0; i < 2; ++i)
for(j = 0; j < 3; ++j, ++o) {
t[i].v[j].position = *(vec4 *)&(data[order[o] * 8]);
t[i].v[j].position.w = 1.0f;
t[i].v[j].normal = *(vec3 *)&(data[order[o] * 8 + 3]);
t[i].v[j].texCoord = *(vec2 *)&(data[order[o] * 8 + 6]);
t[i].v[j].color0 = color0;
}
s = newSurface(t, 2, 1, 1);
snormals(s);
return s;
}
/*!\brief fabrique et renvoie une surface représentant un
* cube unitaire (de -1 à 1).*/
surface_t * mkCube(void) {
const float
data[] = {
/* front */
-1.0f, -1.0f, 1.0f, 0.0f, 0.0f, 1.0f, 0.0f, 0.0f,
1.0f, -1.0f, 1.0f, 0.0f, 0.0f, 1.0f, 1.0f, 0.0f,
-1.0f, 1.0f, 1.0f, 0.0f, 0.0f, 1.0f, 0.0f, 1.0f,
1.0f, 1.0f, 1.0f, 0.0f, 0.0f, 1.0f, 1.0f, 1.0f,
/* back */
1.0f, -1.0f, -1.0f, 0.0f, 0.0f, -1.0f, 0.0f, 0.0f,
-1.0f, -1.0f, -1.0f, 0.0f, 0.0f, -1.0f, 1.0f, 0.0f,
1.0f, 1.0f, -1.0f, 0.0f, 0.0f, -1.0f, 0.0f, 1.0f,
-1.0f, 1.0f, -1.0f, 0.0f, 0.0f, -1.0f, 1.0f, 1.0f,
/* right */
1.0f, -1.0f, 1.0f, 1.0f, 0.0f, 0.0f, 0.0f, 0.0f,
1.0f, -1.0f, -1.0f, 1.0f, 0.0f, 0.0f, 1.0f, 0.0f,
1.0f, 1.0f, 1.0f, 1.0f, 0.0f, 0.0f, 0.0f, 1.0f,
1.0f, 1.0f, -1.0f, 1.0f, 0.0f, 0.0f, 1.0f, 1.0f,
/* left */
-1.0f, -1.0f, -1.0f, -1.0f, 0.0f, 0.0f, 0.0f, 0.0f,
-1.0f, -1.0f, 1.0f, -1.0f, 0.0f, 0.0f, 1.0f, 0.0f,
-1.0f, 1.0f, -1.0f, -1.0f, 0.0f, 0.0f, 0.0f, 1.0f,
-1.0f, 1.0f, 1.0f, -1.0f, 0.0f, 0.0f, 1.0f, 1.0f,
/* top */
-1.0f, 1.0f, 1.0f, 0.0f, 1.0f, 0.0f, 0.0f, 0.0f,
1.0f, 1.0f, 1.0f, 0.0f, 1.0f, 0.0f, 1.0f, 0.0f,
-1.0f, 1.0f, -1.0f, 0.0f, 1.0f, 0.0f, 0.0f, 1.0f,
1.0f, 1.0f, -1.0f, 0.0f, 1.0f, 0.0f, 1.0f, 1.0f,
/* bottom */
-1.0f, -1.0f, -1.0f, 0.0f, -1.0f, 0.0f, 0.0f, 0.0f,
1.0f, -1.0f, -1.0f, 0.0f, -1.0f, 0.0f, 1.0f, 0.0f,
-1.0f, -1.0f, 1.0f, 0.0f, -1.0f, 0.0f, 0.0f, 1.0f,
1.0f, -1.0f, 1.0f, 0.0f, -1.0f, 0.0f, 1.0f, 1.0f
};
const int order[] = { 0, 1, 2, 2, 1, 3 };
surface_t * s;
/* on met du vert-clair partout */
const vec4 color0 = { 0.5f, 1.0f, 0.0f, 1.0f };
triangle_t t[12];
int i, j, k, o;
for(i = 0, o = 0; i < 12; ++i)
for(j = 0; j < 3; ++j, ++o) {
k = 8 * (order[o % 6] + 4 * (i / 2));
t[i].v[j].position = *(vec4 *)&(data[k]);
t[i].v[j].position.w = 1.0f;
t[i].v[j].normal = *(vec3 *)&(data[k + 3]);
t[i].v[j].texCoord = *(vec2 *)&(data[k + 6]);
t[i].v[j].color0 = color0;
}
s = newSurface(t, 12, 1, 1);
snormals(s);
return s;
}
/*!\brief fabrique et renvoie une surface représentant une sphère
* centrée en zéro et de rayon 1. Elle est découpée en \a longitudes
* longitudes et \a latitudes latitudes. */
surface_t * mkSphere(int longitudes, int latitudes) {
triangle_t * t;
vertex_t * data;
double phi, theta, r, y;
double c2MPI_Long = 2.0 * M_PI / longitudes;
double cMPI_Lat = M_PI / latitudes;
/* on met du vert-clair partout */
const vec4 color0 = { 0.5f, 1.0f, 0.0f, 1.0f };
int z, nz, x, nx, zw, nzw, k, n = 2 * longitudes * latitudes;
assert(n);
data = malloc((longitudes + 1) * (latitudes + 1) * sizeof *data);
assert(data);
t = malloc(n * sizeof *t);
assert(t);
for(z = 0, k = 0; z <= latitudes; ++z) {
theta = -M_PI_2 + z * cMPI_Lat;
y = sin(theta);
r = cos(theta);
for(x = 0; x <= longitudes; ++x, ++k) {
phi = x * c2MPI_Long;
data[k].position.x = r * cos(phi);
data[k].position.y = y;
data[k].position.z = r * sin(phi);
data[k].position.w = 1.0f;
data[k].texCoord.x = phi / (2.0 * M_PI);
data[k].texCoord.y = (theta + M_PI_2) / M_PI;
data[k].color0 = color0;
data[k].normal = *(vec3 *)&(data[k].position);
}
}
for(z = 0, k = 0; z < latitudes; ++z) {
nz = z + 1;
zw = z * (longitudes + 1);
nzw = nz * (longitudes + 1);
for(x = 0; x < longitudes; ++x) {
nx = x + 1;
t[k].v[0] = data[zw + x];
t[k].v[1] = data[nzw + x];
t[k].v[2] = data[zw + nx];
tnormal(&t[k]);++k;
t[k].v[0] = data[zw + nx];
t[k].v[1] = data[nzw + x];
t[k].v[2] = data[nzw + nx];
tnormal(&t[k]);++k;
}
}
free(data);
return newSurface(t, n, 0, 1);
}

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/*!\file moteur.h
*
* \brief structures de données et protos de fonctions externes
* (primitives.c transformations.c et scene.c (pas encore créé)) pour
* réaliser un moteur de rendu par rastérisation.
*
* \author Farès BELHADJ, amsi@up8.edu
* \date November 25, 2020.
*/
#ifndef MOTEUR_H_SEEN
# define MOTEUR_H_SEEN
# include <GL4D/gl4dp.h>
# include <GL4D/gl4dm.h>
#include <float.h>
#define EPSILON ((double)FLT_EPSILON)
# ifdef __cplusplus
extern "C" {
# endif
typedef enum pstate_t pstate_t;
typedef enum soptions_t soptions_t;
typedef struct vec4 vec4;
typedef struct vec3 vec3;
typedef struct vec2 vec2;
typedef struct vertex_t vertex_t;
typedef struct triangle_t triangle_t;
typedef struct surface_t surface_t;
/*!\brief états pour les sommets ou les triangles */
enum pstate_t {
PS_NONE = 0,
PS_TOTALLY_OUT = 1,
PS_PARTIALLY_OUT = 2,
PS_CULL = 4, /* si en BACKFACE et que
SO_CULL_BACKFACES est actif */
PS_TOO_FAR = 8,
PS_OUT_LEFT = 16,
PS_OUT_RIGHT = 32,
PS_OUT_BOTTOM = 64,
PS_OUT_TOP = 128,
PS_OUT_NEAR = 256,
PS_OUT_FAR = 512
};
/*!\brief options pour les surfaces */
enum soptions_t {
SO_NONE = 0, /* la surface n'a pas de rendu
"couleur" */
SO_USE_TEXTURE = 1, /* utiliser la texture pour
colorer (multiplication si
SO_USE_COLOR est actif) */
SO_USE_COLOR = 2, /* utiliser la couleur de la
surface ou des sommets pour
colorer (multiplication si
SO_USE_TEXTURE est actif) */
SO_COLOR_MATERIAL = 4, /* utiliser la couleur aux
sommets si actif
(nécessite aussi
l'activation de
SO_USE_COLOR) */
SO_CULL_BACKFACES = 8, /* active le fait de cacher
les faces arrières */
SO_USE_LIGHTING = 16, /* active le calcul d'ombre
propre (Gouraud sur
diffus) */
SO_DEFAULT = SO_CULL_BACKFACES | SO_USE_COLOR /* comportement
par
défaut */
};
struct vec4 {
float x /* r */, y/* g */, z /* b */, w /* a */;
};
struct vec2 {
float x /* s */, y /* t */;
};
struct vec3 {
float x /* r */, y/* g */, z/* b */;
};
/*!\brief le sommet et l'ensemble de ses attributs */
struct vertex_t {
vec4 position;
vec4 color0;
/* début des données à partir desquelles on peut interpoler en masse */
vec2 texCoord; /* coordonnée de texture */
vec4 icolor; /* couleur à interpoler */
float li; /* intensité de lumière (lambertien) */
float zmod; /* z après modelview, sert à corriger
l'interpolation par rapport à une projection en
perspective */
float z; /* ce z représente la depth */
/* fin des données à partir desquelles on peut interpoler */
vec3 normal; /* interpolez les normales si vous implémentez Phong */
int x, y;
enum pstate_t state;
};
/*!\brief le triangle */
struct triangle_t {
vertex_t v[3];
vec3 normal;
enum pstate_t state;
};
/*!\brief la surface englobe plusieurs triangles et des options
* telles que le type de rendu, la couleur diffuse ou la texture.
*/
struct surface_t {
int n;
triangle_t * t;
GLuint texId;
vec4 dcolor; /* couleur diffuse, ajoutez une couleur ambiante et
spéculaire si vous souhaitez compléter le
modèle */
soptions_t options; /* paramétrage du rendu de la surface */
void (*interpolatefunc)(vertex_t *, vertex_t *, vertex_t *, float, float);
void (*shadingfunc)(surface_t *, GLuint *, vertex_t *);
};
/* dans primitives.c */
extern void transform_n_raster(surface_t * s, float * mvMat, float * projMat);
extern void clearDepth(void);
extern void setTexture(GLuint screen);
extern void updatesfuncs(surface_t * s);
extern void drawLine(int x0, int y0, int x1, int y1, GLuint color);
/* dans tranformations.c */
extern vertex_t vtransform(surface_t * s, vertex_t v, float * mvMat, float * timvMat, float * projMat, float * viewport);
extern void stransform(surface_t * s, float * mvMat, float * projMat, float * viewport);
extern void multMatrix(float * res, float * m);
extern void translate(float * m, float tx, float ty, float tz);
extern void rotate(float * m, float angle, float x, float y, float z);
extern void scale(float * m, float sx, float sy, float sz);
extern void lookAt(float * m, float eyeX, float eyeY, float eyeZ, float centerX, float centerY, float centerZ, float upX, float upY, float upZ);
/* dans scene.c */
extern void tnormal(triangle_t * t);
extern void snormals(surface_t * s);
extern void tnormals2vertices(surface_t * s);
extern void setTexId(surface_t * s, GLuint texId);
extern void setDiffuseColor(surface_t * s, vec4 dcolor);
extern void enableSurfaceOption(surface_t * s, soptions_t option);
extern void disableSurfaceOption(surface_t * s, soptions_t option);
extern surface_t * newSurface(triangle_t * t, int n, int duplicateTriangles, int hasNormals);
extern void freeSurface(surface_t * s);
extern GLuint getTexFromBMP(const char * filename);
/* dans geometry.c */
extern surface_t * mkQuad(void);
extern surface_t * mkCube(void);
extern surface_t * mkSphere(int longitudes, int latitudes);
# ifdef __cplusplus
}
# endif
#endif

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Microsoft Visual Studio Solution File, Format Version 12.00
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EndProject
Global
GlobalSection(SolutionConfigurationPlatforms) = preSolution
Debug|x64 = Debug|x64
Debug|x86 = Debug|x86
Release|x64 = Release|x64
Release|x86 = Release|x86
EndGlobalSection
GlobalSection(ProjectConfigurationPlatforms) = postSolution
{09538AA9-09E1-4F92-A30F-6056BA775523}.Debug|x64.ActiveCfg = Debug|x64
{09538AA9-09E1-4F92-A30F-6056BA775523}.Debug|x64.Build.0 = Debug|x64
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{09538AA9-09E1-4F92-A30F-6056BA775523}.Debug|x86.Build.0 = Debug|Win32
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{09538AA9-09E1-4F92-A30F-6056BA775523}.Release|x64.Build.0 = Release|x64
{09538AA9-09E1-4F92-A30F-6056BA775523}.Release|x86.ActiveCfg = Release|Win32
{09538AA9-09E1-4F92-A30F-6056BA775523}.Release|x86.Build.0 = Release|Win32
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GlobalSection(SolutionProperties) = preSolution
HideSolutionNode = FALSE
EndGlobalSection
GlobalSection(ExtensibilityGlobals) = postSolution
SolutionGuid = {E45C6F70-4AA0-452A-93C8-2AFD7931122B}
EndGlobalSection
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<TargetName>moteur</TargetName>
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/*!\file primitives.c
* \brief raster "maison" utilisant l'algo du tracé de droite Br'65.
*
* ATTENTION CE CODE EST LE RÉSULTAT OBTENU SUITE À CE QUI A ÉTÉ FAIT
* EN COURS, IL A ÉTÉ LÉGÈREMENT CORRIGÉ ET COMPLÉTÉ POUR ÊTRE
* FONCTIONNEL MAIS IL N'Y A AUCUNE GARANTIE QUE TOUTES LES SITUATIONS
* AIENT ÉTÉ CORRIGÉES.
*
* \author Farès BELHADJ, amsi@up8.edu
* \date November 24, 2020.
*/
#include "moteur.h"
#include <assert.h>
/* bloc de fonctions locales (static) */
static inline void fillTriangle(surface_t * s, triangle_t * t);
static inline void abscisses(surface_t * s, vertex_t * p0, vertex_t * p1, vertex_t * absc, int replace);
static inline void drawHLine(surface_t * s, vertex_t * vG, vertex_t * vD);
static inline void shading_none(surface_t * s, GLuint * pcolor, vertex_t * v);
static inline void shading_only_tex(surface_t * s, GLuint * pcolor, vertex_t * v);
static inline void shading_only_color_CM(surface_t * s, GLuint * pcolor, vertex_t * v);
static inline void shading_only_color(surface_t * s, GLuint * pcolor, vertex_t * v);
static inline void shading_all_CM(surface_t * s, GLuint * pcolor, vertex_t * v);
static inline void shading_all(surface_t * s, GLuint * pcolor, vertex_t * v);
static inline void interpolate(vertex_t * r, vertex_t * a, vertex_t * b, float fa, float fb, int s, int e);
static inline void metainterpolate_none(vertex_t * r, vertex_t * a, vertex_t * b, float fa, float fb);
static inline void metainterpolate_only_tex(vertex_t * r, vertex_t * a, vertex_t * b, float fa, float fb);
static inline void metainterpolate_only_color(vertex_t * r, vertex_t * a, vertex_t * b, float fa, float fb);
static inline void metainterpolate_all(vertex_t * r, vertex_t * a, vertex_t * b, float fa, float fb);
static inline GLuint rgba(GLubyte r, GLubyte g, GLubyte b, GLubyte a);
static inline GLubyte red(GLuint c);
static inline GLubyte green(GLuint c);
static inline GLubyte blue(GLuint c);
static inline GLubyte alpha(GLuint c);
static void pquit(void);
/*!\brief la texture courante à utiliser en cas de mapping de texture */
static GLuint * _tex = NULL;
/*!\brief la largeur de la texture courante à utiliser en cas de
* mapping de texture */
static GLuint _texW = 0;
/*!\brief la hauteur de la texture courante à utiliser en cas de
* mapping de texture */
static GLuint _texH = 0;
/*!\brief un buffer de depth pour faire le z-test */
static float * _depth = NULL;
/*!\brief flag pour savoir s'il faut ou non corriger l'interpolation
* par rapport à la profondeur en cas de projection en
* perspective */
static int _perpective_correction = 0;
/*!\brief transforme et rastérise l'ensemble des triangles de la
* surface. */
void transform_n_raster(surface_t * s, float * mvMat, float * projMat) {
int i;
/* la première fois allouer le depth buffer */
if(_depth == NULL) {
_depth = calloc(gl4dpGetWidth() * gl4dpGetHeight(), sizeof *_depth);
assert(_depth);
atexit(pquit);
}
/* si projMat[15] est à 1, c'est une projection orthogonale, pas
* besoin de correction de perspective */
_perpective_correction = projMat[15] == 1.0f ? 0 : 1;
/* le viewport est fixe ; \todo peut devenir paramétrable ... */
float viewport[] = { 0.0f, 0.0f, (float)gl4dpGetWidth(), (float)gl4dpGetHeight() };
stransform(s, mvMat, projMat, viewport);
/* mettre en place la texture qui sera utilisée pour mapper la surface */
if(s->options & SO_USE_TEXTURE)
setTexture(s->texId);
for(i = 0; i < s->n; ++i) {
/* si le triangle est déclaré CULL (par exemple en backface), le rejeter */
if(s->t[i].state & PS_CULL ) continue;
/* on rejette aussi les triangles complètement out */
if(s->t[i].state & PS_TOTALLY_OUT) continue;
/* "hack" pas terrible permettant de rejeter les triangles
* partiellement out dont au moins un sommet est TOO_FAR (trop
* éloigné). Voir le fichier transformations.c pour voir comment
* améliorer ce traitement. */
if( s->t[i].state & PS_PARTIALLY_OUT &&
( (s->t[i].v[0].state & PS_TOO_FAR) ||
(s->t[i].v[1].state & PS_TOO_FAR) ||
(s->t[i].v[2].state & PS_TOO_FAR) ) )
continue;
fillTriangle(s, &(s->t[i]));
}
}
/*!\brief effacer le buffer de profondeur (à chaque frame) pour
* réaliser le z-test */
void clearDepth(void) {
if(_depth) {
memset(_depth, 0, gl4dpGetWidth() * gl4dpGetHeight() * sizeof *_depth);
}
}
/*!\brief met en place une texture pour être mappée sur la surface en cours */
void setTexture(GLuint screen) {
GLuint oldId = gl4dpGetTextureId(); /* au cas où */
gl4dpSetScreen(screen);
_tex = gl4dpGetPixels();
_texW = gl4dpGetWidth();
_texH = gl4dpGetHeight();
gl4dpSetScreen(oldId);
}
/*!\brief met à jour la fonction d'interpolation et de coloriage
* (shadingfunc) de la surface en fonction de ses options */
void updatesfuncs(surface_t * s) {
int t;
if(s->options & SO_USE_TEXTURE) {
s->interpolatefunc = (t = s->options & SO_COLOR_MATERIAL) ? metainterpolate_all : metainterpolate_only_tex;
s->shadingfunc = (s->options & SO_USE_COLOR) ? (t ? shading_all_CM : shading_all) : shading_only_tex;
} else {
s->interpolatefunc = (t = s->options & SO_COLOR_MATERIAL) ? metainterpolate_only_color : metainterpolate_none;
s->shadingfunc = (s->options & SO_USE_COLOR) ? (t ? shading_only_color_CM : shading_only_color) : shading_none;;
}
}
/*!\brief fonction principale de ce fichier, elle dessine un triangle
* rempli à l'écran en calculant l'ensemble des gradients
* (interpolations bilinaires des attributs du sommet).
*/
inline void fillTriangle(surface_t * s, triangle_t * t) {
vertex_t * aG = NULL, * aD = NULL;
int bas, median, haut, n, signe, i, h = gl4dpGetHeight();
if(t->v[0].y < t->v[1].y) {
if(t->v[0].y < t->v[2].y) {
bas = 0;
if(t->v[1].y < t->v[2].y) {
median = 1;
haut = 2;
} else {
median = 2;
haut = 1;
}
} else {
bas = 2;
median = 0;
haut = 1;
}
} else { /* p0 au dessus de p1 */
if(t->v[1].y < t->v[2].y) {
bas = 1;
if(t->v[0].y < t->v[2].y) {
median = 0;
haut = 2;
} else {
median = 2;
haut = 0;
}
} else {
bas = 2;
median = 1;
haut = 0;
}
}
n = t->v[haut].y - t->v[bas].y + 1;
aG = malloc(n * sizeof *aG);
assert(aG);
aD = malloc(n * sizeof *aD);
assert(aD);
/* est-ce que Pm est à gauche (+) ou à droite (-) de la droite (Pb->Ph) ? */
/*MAJ, idée TODO?, un produit vectoriel pourrait s'avérer mieux */
if(t->v[haut].x == t->v[bas].x /*MAJ*/ || t->v[haut].y == t->v[bas].y) {
/* eq de la droite x = t->v[haut].x; MAJ ou y = t->v[haut].y; */
signe = (t->v[median].x > t->v[haut].x) ? -1 : 1;
} else {
/* eq ax + y + c = 0 */
float a, c, x;
a = (t->v[haut].y - t->v[bas].y) / (float)(t->v[bas].x - t->v[haut].x);
c = -a * t->v[haut].x - t->v[haut].y;
/*MAJ on trouve le x sur la droite au même y que le median et on compare */
x = -(c + t->v[median].y) / a;
signe = (t->v[median].x >= x) ? -1 : 1;
}
if(signe < 0) { /* aG reçoit Ph->Pb, et aD reçoit Ph->Pm puis Pm vers Pb */
abscisses(s, &(t->v[haut]), &(t->v[bas]), aG, 1);
abscisses(s, &(t->v[haut]), &(t->v[median]), aD, 1);
abscisses(s, &(t->v[median]), &(t->v[bas]), &aD[t->v[haut].y - t->v[median].y], 0);
} else { /* aG reçoit Ph->Pm puis Pm vers Pb, et aD reçoit Ph->Pb */
abscisses(s, &(t->v[haut]), &(t->v[bas]), aD, 1);
abscisses(s, &(t->v[haut]), &(t->v[median]), aG, 1);
abscisses(s, &(t->v[median]), &(t->v[bas]), &aG[t->v[haut].y - t->v[median].y], 0);
}
/* printf pouvant être utile en cas de DEBUG */
/* printf("signe: %d, haut = %d (%d, %d), median = %d (%d, %d), bas = %d (%d, %d)\n", signe, */
/* haut, t->v[haut].x, t->v[haut].y, median, t->v[median].x, t->v[median].y, bas, t->v[bas].x, t->v[bas].y); */
for(i = 0; i < n; ++i) {
if( aG[i].y >= 0 && aG[i].y < h &&
( (aG[i].z >= 0 && aG[i].z <= 1) || (aD[i].z >= 0 && aD[i].z <= 1) ) )
drawHLine(s, &aG[i], &aD[i]);
}
free(aG);
free(aD);
}
/*!\brief utilise Br'65 pour determiner les abscisses des segments du
* triangle à remplir (par \a drawHLine).
*/
inline void abscisses(surface_t * s, vertex_t * p0, vertex_t * p1, vertex_t * absc, int replace) {
int u = p1->x - p0->x, v = p1->y - p0->y, pasX = u < 0 ? -1 : 1, pasY = v < 0 ? -1 : 1;
float dmax = sqrtf(u * u + v * v), p;
u = abs(u); v = abs(v);
if(u > v) { // 1er octan
if(replace) {
int objX = (u + 1) * pasX;
int delta = u - 2 * v, incH = -2 * v, incO = 2 * u - 2 * v;
for (int x = 0, y = 0, k = 0; x != objX; x += pasX) {
absc[k].x = x + p0->x;
absc[k].y = y + p0->y;
p = sqrtf(x * x + y * y) / dmax;
s->interpolatefunc(&absc[k], p0, p1, 1.0f - p, p);
if(delta < 0) {
++k;
y += pasY;
delta += incO;
} else
delta += incH;
}
} else {
int objX = (u + 1) * pasX;
int delta = u - 2 * v, incH = -2 * v, incO = 2 * u - 2 * v;
for (int x = 0, y = 0, k = 0, done = 0; x != objX; x += pasX) {
if(!done) {
absc[k].x = x + p0->x;
absc[k].y = y + p0->y;
p = sqrtf(x * x + y * y) / dmax;
s->interpolatefunc(&absc[k], p0, p1, 1.0f - p, p);
done = 1;
}
if(delta < 0) {
++k;
done = 0;
y += pasY;
delta += incO;
} else
delta += incH;
}
}
} else { // 2eme octan
int objY = (v + 1) * pasY;
int delta = v - 2 * u, incH = -2 * u, incO = 2 * v - 2 * u;
for (int x = 0, y = 0, k = 0; y != objY; y += pasY) {
absc[k].x = x + p0->x;
absc[k].y = y + p0->y;
p = sqrtf(x * x + y * y) / dmax;
s->interpolatefunc(&absc[k], p0, p1, 1.0f - p, p);
++k;
if(delta < 0) {
x += pasX;
delta += incO;
} else
delta += incH;
}
}
}
/*!\brief remplissage par droite horizontale entre deux abscisses */
inline void drawHLine(surface_t * s, vertex_t * vG, vertex_t * vD) {
int w = gl4dpGetWidth(), x, yw = vG->y * w;
GLuint * image = gl4dpGetPixels();
float dmax = vD->x - vG->x, p, deltap;
vertex_t v;
/* il reste d'autres optims possibles */
for(x = vG->x, p = 0.0f, deltap = 1.0f / dmax; x <= vD->x; ++x, p += deltap)
if(x >= 0 && x < w) {
s->interpolatefunc(&v, vG, vD, 1.0f - p, p);
if(v.z < 0 || v.z > 1 || v.z < _depth[yw + x]) { continue; }
s->shadingfunc(s, &image[yw + x], &v);
_depth[yw + x] = v.z;
}
}
/*!\brief aucune couleur n'est inscrite */
inline void shading_none(surface_t * s, GLuint * pcolor, vertex_t * v) {
//vide pour l'instant, à prévoir le z-buffer
}
/*!\brief la couleur du pixel est tirée uniquement de la texture */
inline void shading_only_tex(surface_t * s, GLuint * pcolor, vertex_t * v) {
int xt, yt, ct;
GLubyte r, g, b, a;
xt = (int)(v->texCoord.x * (_texW - EPSILON));
if(xt < 0) {
xt = xt % (-_texW);
while(xt < 0) xt += _texW;
} else
xt = xt % _texW;
yt = (int)(v->texCoord.y * (_texH - EPSILON));
if(yt < 0) {
yt = yt % (-_texH);
while(yt < 0) yt += _texH;
} else
yt = yt % _texH;
ct = yt * _texW + xt;
*pcolor = _tex[yt * _texW + xt];
r = (GLubyte)( red(_tex[ct]) * v->li);
g = (GLubyte)(green(_tex[ct]) * v->li);
b = (GLubyte)( blue(_tex[ct]) * v->li);
a = (GLubyte) alpha(_tex[ct]);
*pcolor = rgba(r, g, b, a);
}
/*!\brief la couleur du pixel est tirée de la couleur interpolée */
inline void shading_only_color_CM(surface_t * s, GLuint * pcolor, vertex_t * v) {
GLubyte r, g, b, a;
r = (GLubyte)(v->li * v->icolor.x * (255 + EPSILON));
g = (GLubyte)(v->li * v->icolor.y * (255 + EPSILON));
b = (GLubyte)(v->li * v->icolor.z * (255 + EPSILON));
a = (GLubyte)(v->icolor.w * (255 + EPSILON));
*pcolor = rgba(r, g, b, a);
}
/*!\brief la couleur du pixel est tirée de la couleur diffuse de la
* surface */
inline void shading_only_color(surface_t * s, GLuint * pcolor, vertex_t * v) {
GLubyte r, g, b, a;
r = (GLubyte)(v->li * s->dcolor.x * (255 + EPSILON));
g = (GLubyte)(v->li * s->dcolor.y * (255 + EPSILON));
b = (GLubyte)(v->li * s->dcolor.z * (255 + EPSILON));
a = (GLubyte)(s->dcolor.w * (255 + EPSILON));
*pcolor = rgba(r, g, b, a);
}
/*!\brief la couleur du pixel est le produit de la couleur interpolée
* et de la texture */
inline void shading_all_CM(surface_t * s, GLuint * pcolor, vertex_t * v) {
GLubyte r, g, b, a;
int xt, yt, ct;
xt = (int)(v->texCoord.x * (_texW - EPSILON));
if(xt < 0) {
xt = xt % (-_texW);
while(xt < 0) xt += _texW;
} else
xt = xt % _texW;
yt = (int)(v->texCoord.y * (_texH - EPSILON));
if(yt < 0) {
yt = yt % (-_texH);
while(yt < 0) yt += _texH;
} else
yt = yt % _texH;
ct = yt * _texW + xt;
r = (GLubyte)(( red(_tex[ct]) + EPSILON) * v->li * v->icolor.x);
g = (GLubyte)((green(_tex[ct]) + EPSILON) * v->li * v->icolor.y);
b = (GLubyte)(( blue(_tex[ct]) + EPSILON) * v->li * v->icolor.z);
a = (GLubyte)((alpha(_tex[ct]) + EPSILON) * v->icolor.w);
*pcolor = rgba(r, g, b, a);
}
/*!\brief la couleur du pixel est le produit de la couleur diffuse
* de la surface et de la texture */
inline void shading_all(surface_t * s, GLuint * pcolor, vertex_t * v) {
GLubyte r, g, b, a;
int xt, yt, ct;
xt = (int)(v->texCoord.x * (_texW - EPSILON));
if(xt < 0) {
xt = xt % (-_texW);
while(xt < 0) xt += _texW;
} else
xt = xt % _texW;
yt = (int)(v->texCoord.y * (_texH - EPSILON));
if(yt < 0) {
yt = yt % (-_texH);
while(yt < 0) yt += _texH;
} else
yt = yt % _texH;
ct = yt * _texW + xt;
r = (GLubyte)(( red(_tex[ct]) + EPSILON) * v->li * s->dcolor.x);
g = (GLubyte)((green(_tex[ct]) + EPSILON) * v->li * s->dcolor.y);
b = (GLubyte)(( blue(_tex[ct]) + EPSILON) * v->li * s->dcolor.z);
a = (GLubyte)((alpha(_tex[ct]) + EPSILON) * s->dcolor.w);
*pcolor = rgba(r, g, b, a);
}
/*!\brief interpolation de plusieurs floattants (entre \a s et \a e)
* de la structure vertex_t en utilisant \a a et \a b, les
* facteurs \a fa et \a fb, le tout dans \a r
* \todo un pointeur de fonction pour éviter un test s'il faut
* un _perpective_correction != 0 ??? */
inline void interpolate(vertex_t * r, vertex_t * a, vertex_t * b, float fa, float fb, int s, int e) {
int i;
float * pr = (float *)&(r->texCoord);
float * pa = (float *)&(a->texCoord);
float * pb = (float *)&(b->texCoord);
/* Correction de l'interpolation par rapport à la perspective, le z
* joue un rôle dans les distances, il est nécessaire de le
* réintégrer en modifiant les facteurs de proportion.
* lien utile : https://www.scratchapixel.com/lessons/3d-basic-rendering/rasterization-practical-implementation/perspective-correct-interpolation-vertex-attributes
*/
if(_perpective_correction) {
float z = 1.0f / (fa / a->zmod + fb / b->zmod);
fa = z * fa / a->zmod; fb = z * fb / b->zmod;
}
for(i = s; i <= e; ++i)
pr[i] = fa * pa[i] + fb * pb[i];
}
/*!\brief meta-fonction pour appeler \a interpolate, demande
* uniquement l'interpolation des z */
inline void metainterpolate_none(vertex_t * r, vertex_t * a, vertex_t * b, float fa, float fb) {
interpolate(r, a, b, fa, fb, 6, 8);
}
/*!\brief meta-fonction pour appeler \a interpolate, demande
* uniquement l'interpolation des coord. de texture et les z */
inline void metainterpolate_only_tex(vertex_t * r, vertex_t * a, vertex_t * b, float fa, float fb) {
interpolate(r, a, b, fa, fb, 0, 1);
interpolate(r, a, b, fa, fb, 6, 8);
}
/*!\brief meta-fonction pour appeler \a interpolate, demande
* uniquement l'interpolation des couleurs et les z */
inline void metainterpolate_only_color(vertex_t * r, vertex_t * a, vertex_t * b, float fa, float fb) {
interpolate(r, a, b, fa, fb, 2, 8);
}
/*!\brief meta-fonction pour appeler \a interpolate, demande
* l'interpolation de l'ensemble des attributs */
inline void metainterpolate_all(vertex_t * r, vertex_t * a, vertex_t * b, float fa, float fb) {
interpolate(r, a, b, fa, fb, 0, 8);
}
GLuint rgba(GLubyte r, GLubyte g, GLubyte b, GLubyte a) {
return RGBA(r, g, b, a);
}
GLubyte red(GLuint c) {
return RED(c);
}
GLubyte green(GLuint c) {
return GREEN(c);
}
GLubyte blue(GLuint c) {
return BLUE(c);
}
GLubyte alpha(GLuint c) {
return ALPHA(c);
}
/*!\brief tracé de droite dans grille écran selon l'algorithme Br'65.
*
* \deprecated ne gère pas le sommet en général (dans l'espace 3D).
*/
void drawLine(int x0, int y0, int x1, int y1, GLuint color) {
int u = x1 - x0, v = y1 - y0, pasX = u < 0 ? -1 : 1, pasY = v < 0 ? -1 : 1;
int w = gl4dpGetWidth();
GLuint * image = gl4dpGetPixels();
u = abs(u); v = abs(v);
if(u > v) { // 1er octan
int objX = (u + 1) * pasX;
int delta = u - 2 * v, incH = -2 * v, incO = 2 * u - 2 * v;
for (int x = 0, y = 0; x != objX; x += pasX) {
if(IN_SCREEN(x + x0, y0 + y))
image[(y0 + y) * w + x + x0] = color;
if(delta < 0) {
y += pasY;
delta += incO;
} else
delta += incH;
}
} else { // 2eme octan
int objY = (v + 1) * pasY;
int delta = v - 2 * u, incH = -2 * u, incO = 2 * v - 2 * u;
for (int x = 0, y = 0; y != objY; y += pasY) {
if(IN_SCREEN(x + x0, y0 + y))
image[(y0 + y) * w + x + x0] = color;
if(delta < 0) {
x += pasX;
delta += incO;
} else
delta += incH;
}
}
}
/*!\brief au moment de quitter le programme désallouer la mémoire
* utilisée pour _depth */
void pquit(void) {
if(_depth) {
free(_depth);
_depth = NULL;
}
}

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/*!\file scene.c
*
* \brief gestion de surfaces et autres éléments de la scène :
* lumière(s) (TODO), options, textures ...
*
* \author Farès BELHADJ, amsi@up8.edu
* \date November 26, 2020.
*/
#include "moteur.h"
#include <assert.h>
/*!\brief calcule le vecteur normal à un triangle */
void tnormal(triangle_t * t) {
vec3 u = {
t->v[1].position.x - t->v[0].position.x,
t->v[1].position.y - t->v[0].position.y,
t->v[1].position.z - t->v[0].position.z
};
vec3 v = {
t->v[2].position.x - t->v[0].position.x,
t->v[2].position.y - t->v[0].position.y,
t->v[2].position.z - t->v[0].position.z
};
MVEC3CROSS((float *)&(t->normal), (float *)&u, (float *)&v);
MVEC3NORMALIZE((float *)&(t->normal));
}
/*!\brief calcule les vecteurs normaux aux triangles de la surface */
void snormals(surface_t * s) {
int i;
for(i = 0; i < s->n; ++i)
tnormal(&(s->t[i]));
}
/*!\brief affecte les normales aux triangles de la surface à ses vertices */
void tnormals2vertices(surface_t * s) {
int i;
for(i = 0; i < s->n; ++i)
s->t[i].v[0].normal = s->t[i].v[1].normal = s->t[i].v[2].normal = s->t[i].normal;
}
/*!\brief affecte l'identifiant de texture de la surface */
void setTexId(surface_t * s, GLuint texId) {
s->texId = texId;
}
/*!\brief affecte la couleur diffuse de la surface */
void setDiffuseColor(surface_t * s, vec4 dcolor) {
s->dcolor = dcolor;
}
/*!\brief active une option de la surface */
void enableSurfaceOption(surface_t * s, soptions_t option) {
if(!(s->options & option))
s->options |= option;
updatesfuncs(s);
}
/*!\brief désactive une option de la surface */
void disableSurfaceOption(surface_t * s, soptions_t option) {
if(s->options & option)
s->options ^= option;
updatesfuncs(s);
}
/*!\brief créé et renvoie une surface (allouée) à partir de \a n
* triangles pointés par \a t. Quand \a duplicateTriangles est vrai
* (1), elle alloue de la mémoire pour copier les triangles dedans,
* sinon ( si faux (0) ) elle se contente de copier le pointeur
* (attention ce dernier doit donc correspondre à une mémoire allouée
* avec malloc et dont le développeur ne s'en servira pas pour autre
* chose ; elle sera libérée par freeSurface). Quand \a hasNormals est
* faux (0) elle force le calcul des normales par triangle et les
* affecte aux sommets. */
surface_t * newSurface(triangle_t * t, int n, int duplicateTriangles, int hasNormals) {
const vec4 dcolor = { 0.42f, 0.1f, 0.1f, 1.0f };
surface_t * s = malloc(1 * sizeof *s);
assert(s);
s->n = n;
if(duplicateTriangles) {
s->t = malloc(s->n * sizeof *(s->t));
assert(s->t);
memcpy(s->t, t, s->n * sizeof *(s->t));
} else
s->t = t;
setDiffuseColor(s, dcolor);
s->options = SO_DEFAULT;
s->texId = 0;
updatesfuncs(s);
if(!hasNormals) {
snormals(s);
tnormals2vertices(s);
}
return s;
}
/*!\brief libère la mémoire utilisée par la surface */
void freeSurface(surface_t * s) {
free(s->t);
free(s);
}
/*!\brief charge et fabrique un identifiant pour une texture issue
* d'un fichier BMP */
GLuint getTexFromBMP(const char * filename) {
GLuint id;
/* chargement d'une image dans une surface SDL */
SDL_Surface * s = SDL_LoadBMP(filename);
assert(s);
/* création d'un screen GL4Dummies aux dimensions de la texture */
id = gl4dpInitScreenWithDimensions(s->w, s->h);
/* copie de la surface SDL vers le screen en cours */
{
GLuint * p = gl4dpGetPixels();
SDL_Surface * d = SDL_CreateRGBSurface(0, s->w, s->h, 32, R_MASK, G_MASK, B_MASK, A_MASK);
SDL_BlitSurface(s, NULL, d, NULL);
memcpy(p, d->pixels, d->w * d->h * sizeof *p);
SDL_FreeSurface(d);
}
/* libération de la surface SDL */
SDL_FreeSurface(s);
return id;
}

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/*!\file transformations.c
* \brief transformations spatiales pour un moteur de rendu basé raster "maison".
*
* CE CODE A ÉTÉ EN PARTIE RÉALISÉ LORS DE LA SÉANCE DE COURS. IL RESTE DES CHOSES À IMPLÉMENTER OU À OPTIMISER.
*
* \author Farès BELHADJ, amsi@up8.edu
* \date November 24, 2020.
*
* \todo COMPLÉTER LE CLIPPING POUR GÉRER ICI LES TRIANGLES
* PARTIELLEMENT HORS-CHAMP ET ÉVITER DES TESTS GOURMANDS DANS \ref
* primitives.c
*/
#include "moteur.h"
#include <assert.h>
/* fonctions locale (static) */
static inline void clip2UnitCube(triangle_t * t);
/*!\brief projette le sommet \a v à l'écran (le \a viewport) selon la
matrice de model-view \a mvMat et de projection \a projMat. \a
timvMat est la transposée de l'inverse de la matrice \a mvMat.*/
vertex_t vtransform(surface_t * s, vertex_t v, float * mvMat, float * timvMat, float * projMat, float * viewport) {
float dist = 1.0f;
vec4 r1, r2;
v.state = PS_NONE;
MMAT4XVEC4((float *)&r1, mvMat, (float *)&(v.position));
MMAT4XVEC4((float *)&r2, projMat, (float *)&r1);
r2.x /= r2.w;
r2.y /= r2.w;
r2.z /= r2.w;
r2.w = 1.0f;
/* dist doit être à 1 ci-après */
if(r2.x < -dist) v.state |= PS_OUT_LEFT;
if(r2.x > dist) v.state |= PS_OUT_RIGHT;
if(r2.y < -dist) v.state |= PS_OUT_BOTTOM;
if(r2.y > dist) v.state |= PS_OUT_TOP;
if(r2.z < -dist) v.state |= PS_OUT_NEAR;
if(r2.z > dist) v.state |= PS_OUT_FAR;
/* "hack" pas terrible permettant d'éviter les gros triangles
partiellement hors-champ. Modifier dist pour jouer sur la taille
(une fois projetés) des triangles qu'on laisse passer (plus c'est
gros plus c'est lent avec les gros triangles). La "vraie"
solution est obtenue en calculant l'intersection exacte entre le
triangle et le cube unitaire ; attention, ceci produit
potentiellement une nouvelle liste de triangles à chaque frame,
et les attributs des sommets doivent être recalculés. */
dist = 10.0f;
if(r2.x < -dist || r2.x > dist || r2.y < -dist || r2.y > dist || r2.z < -dist || r2.z > dist) {
v.state |= PS_TOO_FAR;
return v;
}
/* Gouraud */
if(s->options & SO_USE_LIGHTING) {
/* la lumière est positionnelle et fixe dans la scène. \todo dans
scene.c la rendre modifiable, voire aussi pouvoir la placer par
rapport aux objets (elle subirait la matrice modèle). */
const vec4 lp[1] = { {0.0f, 0.0f, 1.0f} };
vec4 ld = {lp[0].x - r1.x, lp[0].y - r1.y, lp[0].z - r1.z, lp[0].w - r1.w};
float n[4] = {v.normal.x, v.normal.y, v.normal.z, 0.0f}, res[4];
MMAT4XVEC4(res, timvMat, n);
MVEC3NORMALIZE(res);
MVEC3NORMALIZE((float *)&ld);
v.li = MVEC3DOT(res, (float *)&ld);
v.li = MIN(MAX(0.0f, v.li), 1.0f);
} else
v.li = 1.0f;
v.icolor = v.color0;
/* Mapping du cube unitaire vers l'écran */
v.x = viewport[0] + ((r2.x + 1.0f) * 0.5f) * (viewport[2] - EPSILON);
v.y = viewport[1] + ((r2.y + 1.0f) * 0.5f) * (viewport[3] - EPSILON);
v.z = pow((-r2.z + 1.0f) * 0.5f, 0.5);
/* sinon pour near = 0.1f et far = 10.0f on peut rendre non linéaire la depth avec */
/* v.z = 1.0f - (1.0f / r2.z - 1.0f / 0.1f) / (1.0f / 10.0f - 1.0f / 0.1f); */
v.zmod = r1.z;
return v;
}
/*!\brief projette le triangle \a t à l'écran (\a W x \a H) selon la
* matrice de model-view \a mvMat et de projection \a projMat.
*
* Cette fonction utilise \a vtransform sur chaque sommet de la
* surface. Elle utilise aussi \a clip2UnitCube pour connaître l'état
* du triangle par rapport au cube unitaire.
*
* \see vtransform
* \see clip2UnitCube
*/
void stransform(surface_t * s, float * mvMat, float * projMat, float * viewport) {
int i, j;
float timvMat[16];
triangle_t vcull;
/* calcul de la transposée de l'inverse de la matrice model-view
pour la transformation des normales et le calcul du lambertien
utilisé par le shading Gouraud dans vtransform. */
memcpy(timvMat, mvMat, sizeof timvMat);
MMAT4INVERSE(timvMat);
MMAT4TRANSPOSE(timvMat);
for(i = 0; i < s->n; ++i) {
s->t[i].state = PS_NONE;
for(j = 0; j < 3; ++j) {
s->t[i].v[j] = vtransform(s, s->t[i].v[j], mvMat, timvMat, projMat, viewport);
if(s->options & SO_CULL_BACKFACES) {
vcull.v[j].position.x = s->t[i].v[j].x;
vcull.v[j].position.y = s->t[i].v[j].y;
vcull.v[j].position.z = 0.0f;
}
}
if(s->options & SO_CULL_BACKFACES) {
tnormal(&vcull);
if(vcull.normal.z <= 0.0f) {
s->t[i].state |= PS_CULL;
continue;
}
}
clip2UnitCube(&(s->t[i]));
}
}
/*!\brief multiplie deux matrices : \a res = \a res x \a m */
void multMatrix(float * res, float * m) {
/* res = res x m */
float cpy[16];
memcpy(cpy, res, sizeof cpy);
MMAT4XMAT4(res, cpy, m);
}
/*!\brief ajoute (multiplication droite) une translation à la matrice
* \a m */
void translate(float * m, float tx, float ty, float tz) {
float mat[] = { 1.0f, 0.0f, 0.0f, tx,
0.0f, 1.0f, 0.0f, ty,
0.0f, 0.0f, 1.0f, tz,
0.0f, 0.0f, 0.0f, 1.0f };
multMatrix(m, mat);
}
/*!\brief ajoute (multiplication droite) une rotation à la matrice \a
* m */
void rotate(float * m, float angle, float x, float y, float z) {
float n = sqrtf(x * x + y * y + z * z);
if ( n > 0.0f ) {
float a, s, c, cc, x2, y2, z2, xy, yz, zx, xs, ys, zs;
float mat[] = { 0.0f, 0.0f, 0.0f, 0.0f,
0.0f, 0.0f, 0.0f, 0.0f,
0.0f, 0.0f, 0.0f, 0.0f,
0.0f, 0.0f, 0.0f, 1.0f };
s = sinf ( a = (angle * (float)M_PI / 180.0f) );
cc = 1.0f - (c = cosf ( a ));
x /= n; y /= n; z /= n;
x2 = x * x; y2 = y * y; z2 = z * z;
xy = x * y; yz = y * z; zx = z * x;
xs = x * s; ys = y * s; zs = z * s;
mat[0] = (cc * x2) + c;
mat[1] = (cc * xy) - zs;
mat[2] = (cc * zx) + ys;
/* mat[3] = 0.0f; */
mat[4] = (cc * xy) + zs;
mat[5] = (cc * y2) + c;
mat[6] = (cc * yz) - xs;
/* mat[7] = 0.0f; */
mat[8] = (cc * zx) - ys;
mat[9] = (cc * yz) + xs;
mat[10] = (cc * z2) + c;
/* mat[11] = 0.0f; */
/* mat[12] = 0.0f; mat[= 0.0f; mat[14] = 0.0f; mat[15] = 1.0f; */
multMatrix(m, mat);
}
}
/*!\brief ajoute (multiplication droite) un scale à la matrice \a m */
void scale(float * m, float sx, float sy, float sz) {
float mat[] = { sx , 0.0f, 0.0f, 0.0f,
0.0f, sy, 0.0f, 0.0f,
0.0f, 0.0f, sz, 0.0f,
0.0f, 0.0f, 0.0f, 1.0f };
multMatrix(m, mat);
}
/*!\brief simule une free camera, voir la doc de gluLookAt */
void lookAt(float * m, float eyeX, float eyeY, float eyeZ, float centerX, float centerY, float centerZ, float upX, float upY, float upZ) {
float forward[3], side[3], up[3];
float mat[] = {
1.0f, 0.0f, 0.0f, 0.0f,
0.0f, 1.0f, 0.0f, 0.0f,
0.0f, 0.0f, 1.0f, 0.0f,
0.0f, 0.0f, 0.0f, 1.0f
};
forward[0] = centerX - eyeX;
forward[1] = centerY - eyeY;
forward[2] = centerZ - eyeZ;
up[0] = upX;
up[1] = upY;
up[2] = upZ;
MVEC3NORMALIZE(forward);
/* side = forward x up */
MVEC3CROSS(side, forward, up);
MVEC3NORMALIZE(side);
/* up = side x forward */
MVEC3CROSS(up, side, forward);
mat[0] = side[0];
mat[1] = side[1];
mat[2] = side[2];
mat[4] = up[0];
mat[5] = up[1];
mat[6] = up[2];
mat[8] = -forward[0];
mat[9] = -forward[1];
mat[10] = -forward[2];
multMatrix(m, mat);
translate(m, -eyeX, -eyeY, -eyeZ);
}
/*!\brief intersection triangle-cube unitaire, à compléter (voir le
* todo du fichier et le commentaire dans le code) */
void clip2UnitCube(triangle_t * t) {
int i, oleft = 0, oright = 0, obottom = 0, otop = 0, onear = 0, ofar = 0;
for (i = 0; i < 3; ++i) {
if(t->v[i].state & PS_OUT_LEFT) ++oleft;
if(t->v[i].state & PS_OUT_RIGHT) ++oright;
if(t->v[i].state & PS_OUT_BOTTOM) ++obottom;
if(t->v[i].state & PS_OUT_TOP) ++otop;
if(t->v[i].state & PS_OUT_NEAR) ++onear;
if(t->v[i].state & PS_OUT_FAR) ++ofar;
}
if(!(oleft | oright | obottom | otop | onear | ofar))
return;
if(oleft == 3 || oright == 3 || obottom == 3 || otop == 3 || onear == 3 || ofar == 3) {
t->state |= PS_TOTALLY_OUT;
return;
}
t->state |= PS_PARTIALLY_OUT;
/* le cas PARTIALLY_OUT n'est pas réellement géré. Il serait
nécessaire à partir d'ici de construire la liste des triangles
qui repésentent l'intersection entre le triangle d'origine et
le cube unitaire. Ceci permettrait de ne plus avoir besoin de
tester si le pixel produit par le raster est bien dans le
"screen" avant d'écrire ; et aussi de se passer du "hack"
PS_TOO_FAR qui est problématique. Vous pouvez vous inspirer de
ce qui est fait là :
https://github.com/erich666/GraphicsGems/blob/master/gems/PolyScan/poly_clip.c
en le ramenant au cas d'un triangle.
*/
}

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/*!\file window.c
* \brief Utilisation du raster "maison" pour finaliser le pipeline de
* rendu 3D. Ici on peut voir les géométries disponibles.
* \author Farès BELHADJ, amsi@up8.edu
* \date December 4, 2020.
* \todo pour les étudiant(e)s : changer la variation de l'angle de
* rotation pour qu'il soit dépendant du temps et non du framerate
*/
#include <assert.h>
/* inclusion des entêtes de fonctions de gestion de primitives simples
* de dessin. La lettre p signifie aussi bien primitive que
* pédagogique. */
#include <GL4D/gl4dp.h>
/* inclure notre bibliothèque "maison" de rendu */
#include "moteur.h"
/* inclusion des entêtes de fonctions de création et de gestion de
* fenêtres système ouvrant un contexte favorable à GL4dummies. Cette
* partie est dépendante de la bibliothèque SDL2 */
#include <GL4D/gl4duw_SDL2.h>
/* protos de fonctions locales (static) */
static void init(void);
static void draw(void);
static void key(int keycode);
static void sortie(void);
/*!\brief un identifiant pour l'écran (de dessin) */
static GLuint _screenId = 0;
/*!\brief une surface représentant un quadrilatère */
static surface_t * _quad = NULL;
/*!\brief une surface représentant un cube */
static surface_t * _cube = NULL;
/*!\brief une surface représentant une sphere */
static surface_t * _sphere = NULL;
/* des variable d'états pour activer/désactiver des options de rendu */
static int _use_tex = 1, _use_color = 1, _use_lighting = 1;
/*!\brief on peut bouger la caméra vers le haut et vers le bas avec cette variable */
static float _ycam = 3.0f;
/*!\brief paramètre l'application et lance la boucle infinie. */
int main(int argc, char ** argv) {
/* tentative de création d'une fenêtre pour GL4Dummies */
if(!gl4duwCreateWindow(argc, argv, /* args du programme */
"Mon moteur de rendu <<Maison>>", /* titre */
10, 10, 640, 480, /* x, y, largeur, heuteur */
GL4DW_SHOWN) /* état visible */) {
/* ici si échec de la création souvent lié à un problème d'absence
* de contexte graphique ou d'impossibilité d'ouverture d'un
* contexte OpenGL (au moins 3.2) */
return 1;
}
/* Pour forcer la désactivation de la synchronisation verticale */
SDL_GL_SetSwapInterval(0);
init();
/* création d'un screen GL4Dummies (texture dans laquelle nous
* pouvons dessiner) aux dimensions de la fenêtre */
_screenId = gl4dpInitScreen();
/* mettre en place la fonction d'interception clavier */
gl4duwKeyDownFunc(key);
/* mettre en place la fonction de display */
gl4duwDisplayFunc(draw);
/* boucle infinie pour éviter que le programme ne s'arrête et ferme
* la fenêtre immédiatement */
gl4duwMainLoop();
return 0;
}
/*!\brief init de nos données, spécialement les trois surfaces
* utilisées dans ce code */
void init(void) {
GLuint id;
vec4 r = {1, 0, 0, 1}, g = {0, 1, 0, 1}, b = {0, 0, 1, 1};
/* on créé nos trois type de surfaces */
_quad = mkQuad(); /* ça fait 2 triangles */
_cube = mkCube(); /* ça fait 2x6 triangles */
_sphere = mkSphere(12, 12); /* ça fait 12x12x2 trianles ! */
/* on change les couleurs de surfaces */
_quad->dcolor = r; _cube->dcolor = b; _sphere->dcolor = g;
/* on leur rajoute la même texture */
id = getTexFromBMP("images/tex.bmp");
setTexId( _quad, id);
setTexId( _cube, id);
setTexId(_sphere, id);
/* si _use_tex != 0, on active l'utilisation de la texture pour les
* trois */
if(_use_tex) {
enableSurfaceOption( _quad, SO_USE_TEXTURE);
enableSurfaceOption( _cube, SO_USE_TEXTURE);
enableSurfaceOption(_sphere, SO_USE_TEXTURE);
}
/* si _use_lighting != 0, on active l'ombrage */
if(_use_lighting) {
enableSurfaceOption( _quad, SO_USE_LIGHTING);
enableSurfaceOption( _cube, SO_USE_LIGHTING);
enableSurfaceOption(_sphere, SO_USE_LIGHTING);
}
/* on désactive le back cull face pour le quadrilatère, ainsi on
* peut voir son arrière quand le lighting est inactif */
disableSurfaceOption(_quad, SO_CULL_BACKFACES);
/* mettre en place la fonction à appeler en cas de sortie */
atexit(sortie);
}
/*!\brief la fonction appelée à chaque display. */
void draw(void) {
static float a = 0.0f;
float mvMat[16], projMat[16], nmv[16];
/* effacer l'écran et le buffer de profondeur */
gl4dpClearScreen();
clearDepth();
/* des macros facilitant le travail avec des matrices et des
* vecteurs se trouvent dans la bibliothèque GL4Dummies, dans le
* fichier gl4dm.h */
/* charger un frustum dans projMat */
MFRUSTUM(projMat, -0.05f, 0.05f, -0.05f, 0.05f, 0.1f, 1000.0f);
/* charger la matrice identité dans model-view */
MIDENTITY(mvMat);
/* on place la caméra en arrière-haut, elle regarde le centre de la scène */
lookAt(mvMat, 0, _ycam, 10, 0, 0, 0, 0, 1, 0);
/* le quadrilatère est mis à gauche et tourne autour de son axe x */
memcpy(nmv, mvMat, sizeof nmv); /* copie mvMat dans nmv */
translate(nmv, -3.0f, 0.0f, 0.0f);
rotate(nmv, a, 1.0f, 0.0f, 0.0f);
transform_n_raster(_quad, nmv, projMat);
/* le cube est mis à droite et tourne autour de son axe z */
memcpy(nmv, mvMat, sizeof nmv); /* copie mvMat dans nmv */
translate(nmv, 3.0f, 0.0f, 0.0f);
rotate(nmv, a, 0.0f, 0.0f, 1.0f);
transform_n_raster(_cube, nmv, projMat);
/* la sphère est laissée au centre et tourne autour de son axe y */
memcpy(nmv, mvMat, sizeof nmv); /* copie mvMat dans nmv */
rotate(nmv, a, 0.0f, 1.0f, 0.0f);
transform_n_raster(_sphere, nmv, projMat);
/* déclarer qu'on a changé (en bas niveau) des pixels du screen */
gl4dpScreenHasChanged();
/* fonction permettant de raffraîchir l'ensemble de la fenêtre*/
gl4dpUpdateScreen(NULL);
a += 0.1f;
}
/*!\brief intercepte l'événement clavier pour modifier les options. */
void key(int keycode) {
switch(keycode) {
case GL4DK_UP:
_ycam += 0.05f;
break;
case GL4DK_DOWN:
_ycam -= 0.05f;
break;
case GL4DK_t: /* 't' la texture */
_use_tex = !_use_tex;
if(_use_tex) {
enableSurfaceOption( _quad, SO_USE_TEXTURE);
enableSurfaceOption( _cube, SO_USE_TEXTURE);
enableSurfaceOption(_sphere, SO_USE_TEXTURE);
} else {
disableSurfaceOption( _quad, SO_USE_TEXTURE);
disableSurfaceOption( _cube, SO_USE_TEXTURE);
disableSurfaceOption(_sphere, SO_USE_TEXTURE);
}
break;
case GL4DK_c: /* 'c' utiliser la couleur */
_use_color = !_use_color;
if(_use_color) {
enableSurfaceOption( _quad, SO_USE_COLOR);
enableSurfaceOption( _cube, SO_USE_COLOR);
enableSurfaceOption(_sphere, SO_USE_COLOR);
} else {
disableSurfaceOption( _quad, SO_USE_COLOR);
disableSurfaceOption( _cube, SO_USE_COLOR);
disableSurfaceOption(_sphere, SO_USE_COLOR);
}
break;
case GL4DK_l: /* 'l' utiliser l'ombrage par la méthode Gouraud */
_use_lighting = !_use_lighting;
if(_use_lighting) {
enableSurfaceOption( _quad, SO_USE_LIGHTING);
enableSurfaceOption( _cube, SO_USE_LIGHTING);
enableSurfaceOption(_sphere, SO_USE_LIGHTING);
} else {
disableSurfaceOption( _quad, SO_USE_LIGHTING);
disableSurfaceOption( _cube, SO_USE_LIGHTING);
disableSurfaceOption(_sphere, SO_USE_LIGHTING);
}
break;
default: break;
}
}
/*!\brief à appeler à la sortie du programme. */
void sortie(void) {
/* on libère nos trois surfaces */
if(_quad) {
freeSurface(_quad);
_quad = NULL;
}
if(_cube) {
freeSurface(_cube);
_cube = NULL;
}
if(_sphere) {
freeSurface(_sphere);
_sphere = NULL;
}
/* libère tous les objets produits par GL4Dummies, ici
* principalement les screen */
gl4duClean(GL4DU_ALL);
}