/* true if x is a power of 2 */
#define POWEROF2(x) ((((x)-1) & (x)) == 0)
+/* return the size of memory occupied by a ring */
+ssize_t
+rte_ring_get_memsize(unsigned count)
+{
+ ssize_t sz;
+
+ /* count must be a power of 2 */
+ if ((!POWEROF2(count)) || (count > RTE_RING_SZ_MASK )) {
+ RTE_LOG(ERR, RING,
+ "Requested size is invalid, must be power of 2, and "
+ "do not exceed the size limit %u\n", RTE_RING_SZ_MASK);
+ return -EINVAL;
+ }
+
+ sz = sizeof(struct rte_ring) + count * sizeof(void *);
+ sz = RTE_ALIGN(sz, CACHE_LINE_SIZE);
+ return sz;
+}
+
/* create the ring */
struct rte_ring *
rte_ring_create(const char *name, unsigned count, int socket_id,
char mz_name[RTE_MEMZONE_NAMESIZE];
struct rte_ring *r;
const struct rte_memzone *mz;
- size_t ring_size;
+ ssize_t ring_size;
int mz_flags = 0;
struct rte_ring_list* ring_list = NULL;
return NULL;
}
- /* count must be a power of 2 */
- if ((!POWEROF2(count)) || (count > RTE_RING_SZ_MASK )) {
- rte_errno = EINVAL;
- RTE_LOG(ERR, RING, "Requested size is invalid, must be power of 2, and "
- "do not exceed the size limit %u\n", RTE_RING_SZ_MASK);
+ ring_size = rte_ring_get_memsize(count);
+ if (ring_size < 0) {
+ rte_errno = ring_size;
return NULL;
}
rte_snprintf(mz_name, sizeof(mz_name), "%s%s", RTE_RING_MZ_PREFIX, name);
- ring_size = count * sizeof(void *) + sizeof(struct rte_ring);
rte_rwlock_write_lock(RTE_EAL_TAILQ_RWLOCK);
#define __RING_STAT_ADD(r, name, n) do {} while(0)
#endif
+/**
+ * Calculate the memory size needed for a ring
+ *
+ * This function returns the number of bytes needed for a ring, given
+ * the number of elements in it. This value is the sum of the size of
+ * the structure rte_ring and the size of the memory needed by the
+ * objects pointers. The value is aligned to a cache line size.
+ *
+ * @param count
+ * The number of elements in the ring (must be a power of 2).
+ * @return
+ * - The memory size needed for the ring on success.
+ * - -EINVAL if count is not a power of 2.
+ */
+ssize_t rte_ring_get_memsize(unsigned count);
+
/**
* Create a new ring named *name* in memory.
*