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Trying to find the modulo problem

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This commit is contained in:
Dominic Masters
2023-04-05 21:44:55 -07:00
parent 6990178be3
commit b5707ed888
3 changed files with 9 additions and 4 deletions
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3
src/dawn/util/random.hpp
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@ -44,7 +44,8 @@ namespace Dawn {
} }
static inline float_t randRange(float_t min, float_t max) { static inline float_t randRange(float_t min, float_t max) {
return mathMod(randomGenerate<float_t>(), (max - min)) + min; float_t n = randomGenerate<float_t>();
return mathMod(n, (max - min)) + min;
} }
static inline glm::vec2 randRange(glm::vec2 min, glm::vec2 max) { static inline glm::vec2 randRange(glm::vec2 min, glm::vec2 max) {

7
src/dawnrose/scene/components/entity/EntityAIWalk.cpp
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@ -25,9 +25,11 @@ void EntityAIWalk::onStart() {
case ENTITY_AI_WALK_MODE_FOLLOW_TARGET: case ENTITY_AI_WALK_MODE_FOLLOW_TARGET:
this->updateFollowTarget(delta); this->updateFollowTarget(delta);
break; break;
case ENTITY_AI_WALK_MODE_WANDER: case ENTITY_AI_WALK_MODE_WANDER:
this->updateWander(delta); this->updateWander(delta);
break; break;
case ENTITY_AI_WALK_MODE_STAY: case ENTITY_AI_WALK_MODE_STAY:
this->entityMove->direction = glm::vec2(0, 0); this->entityMove->direction = glm::vec2(0, 0);
break; break;
@ -48,8 +50,9 @@ void EntityAIWalk::updateWander(float_t delta) {
wanderTimeToNextDecision = randRange(wanderTimeRandomRange.x, wanderTimeRandomRange.y); wanderTimeToNextDecision = randRange(wanderTimeRandomRange.x, wanderTimeRandomRange.y);
// Do we want to move? // Do we want to move?
if(randRange(0.0f, 1.0f) < wanderDoNotMoveChance) { float_t rr = randRange(0.0f, 3.0f);
this->entityMove->direction = glm::vec2(0, 0); if(rr < wanderDoNotMoveChance) {
wanderDestination = physics3Dto2D(transform->getLocalPosition());
return; return;
} }

3
src/dawnshared/util/mathutils.hpp
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@ -74,7 +74,8 @@ namespace Dawn {
} }
static inline float_t mathMod(float_t value, float_t modulo) { static inline float_t mathMod(float_t value, float_t modulo) {
return (float_t)fmod(value, modulo); float_t n = fmod(value, modulo);
return n;
} }
/** /**