Mercurial > hg > CbC > CbC_gcc
diff gcc/testsuite/gcc.dg/tm/20100610.c @ 111:04ced10e8804
gcc 7
author | kono |
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date | Fri, 27 Oct 2017 22:46:09 +0900 |
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--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/gcc/testsuite/gcc.dg/tm/20100610.c Fri Oct 27 22:46:09 2017 +0900 @@ -0,0 +1,90 @@ +/* { dg-do compile } */ +/* { dg-options "-fgnu-tm -O3" } */ + +/* The function calculateCircumCircle() should get inlined into the TM + clone for TMelement_alloc(), so we don't need to generate a TM + clone for calculateCircumCircle(). We also don't need to put its + entry into the clone table since it's static. */ + +/* { dg-final { scan-assembler-not "ZGTt21calculateCircumCircle" } } */ + +extern double sqrt(double) __attribute__((transaction_pure)); +extern void *xmalloc(int) __attribute__((transaction_safe)); + +typedef struct coordinate { + double x; + double y; +} coordinate_t; +typedef struct element { + coordinate_t coordinates[3]; + long numCoordinate; + coordinate_t circumCenter; + double circumRadius; +} element_t; + +__attribute__((transaction_safe)) +double +coordinate_distance (coordinate_t* coordinatePtr, coordinate_t* aPtr) +{ + return sqrt( coordinatePtr->x ); +} + +__attribute__((transaction_safe)) +static void +calculateCircumCircle (element_t* elementPtr) +{ + long numCoordinate = elementPtr->numCoordinate; + coordinate_t* coordinates = elementPtr->coordinates; + coordinate_t* circumCenterPtr = &elementPtr->circumCenter; + ((void) (0)); + if (numCoordinate == 2) { + circumCenterPtr->x = (coordinates[0].x + coordinates[1].x) / 2.0; + circumCenterPtr->y = (coordinates[0].y + coordinates[1].y) / 2.0; + } + else { + double ax = coordinates[0].x; + double ay = coordinates[0].y; + double bx = coordinates[1].x; + double by = coordinates[1].y; + double cx = coordinates[2].x; + double cy = coordinates[2].y; + double bxDelta = bx - ax; + double byDelta = by - ay; + double cxDelta = cx - ax; + double cyDelta = cy - ay; + double bDistance2 = (bxDelta * bxDelta) + (byDelta * byDelta); + double cDistance2 = (cxDelta * cxDelta) + (cyDelta * cyDelta); + double xNumerator = (byDelta * cDistance2) - (cyDelta * bDistance2); + double yNumerator = (bxDelta * cDistance2) - (cxDelta * bDistance2); + double denominator = 2 * ((bxDelta * cyDelta) - (cxDelta * byDelta)); + double rx = ax - (xNumerator / denominator); + double ry = ay + (yNumerator / denominator); + circumCenterPtr->x = rx; + circumCenterPtr->y = ry; + } + elementPtr->circumRadius = coordinate_distance(circumCenterPtr, + &coordinates[0]); +} + +element_t* +element_alloc (coordinate_t* coordinates, long numCoordinate) +{ + element_t* elementPtr; + elementPtr = (element_t*)xmalloc(sizeof(element_t)); + if (elementPtr) { + calculateCircumCircle(elementPtr); + } + return elementPtr; +} + +__attribute__((transaction_safe)) +element_t* +TMelement_alloc (coordinate_t* coordinates, long numCoordinate) +{ + element_t* elementPtr; + elementPtr = (element_t*)xmalloc(sizeof(element_t)); + if (elementPtr) { + calculateCircumCircle(elementPtr); + } + return elementPtr; +}