/*- * See the file LICENSE for redistribution information. * * Copyright (c) 1996,2007 Oracle. All rights reserved. * * $Id: shqueue.h,v 12.12 2007/05/17 15:15:05 bostic Exp $ */ #ifndef _DB_SHQUEUE_H_ #define _DB_SHQUEUE_H_ /* * This file defines three types of data structures: chains, lists and * tail queues similarly to the include file . * * The difference is that this set of macros can be used for structures that * reside in shared memory that may be mapped at different addresses in each * process. In most cases, the macros for shared structures exactly mirror * the normal macros, although the macro calls require an additional type * parameter, only used by the HEAD and ENTRY macros of the standard macros. * * Since we use relative offsets of type ssize_t rather than pointers, 0 * (aka NULL) is a valid offset and cannot be used to indicate the end * of a list. Therefore, we use -1 to indicate end of list. * * The macros ending in "P" return pointers without checking for end or * beginning of lists, the others check for end of list and evaluate to * either a pointer or NULL. * * For details on the use of these macros, see the queue(3) manual page. */ #if defined(__cplusplus) extern "C" { #endif #define SH_PTR_TO_OFF(src, dest) \ ((ssize_t)(((u_int8_t *)(dest)) - ((u_int8_t *)(src)))) /* * Shared memory chain definitions. */ #define SH_CHAIN_ENTRY \ struct { \ ssize_t sce_next; /* relative offset to next element */ \ ssize_t sce_prev; /* relative offset of prev element */ \ } #define SH_CHAIN_INIT(elm, field) \ (elm)->field.sce_next = (elm)->field.sce_prev = -1 #define SH_CHAIN_HASNEXT(elm, field) ((elm)->field.sce_next != -1) #define SH_CHAIN_NEXTP(elm, field, type) \ ((struct type *)((u_int8_t *)(elm) + (elm)->field.sce_next)) #define SH_CHAIN_NEXT(elm, field, type) (SH_CHAIN_HASNEXT(elm, field) ? \ SH_CHAIN_NEXTP(elm, field, type) : (struct type *)NULL) #define SH_CHAIN_HASPREV(elm, field) ((elm)->field.sce_prev != -1) #define SH_CHAIN_PREVP(elm, field, type) \ ((struct type *)((u_int8_t *)(elm) + (elm)->field.sce_prev)) #define SH_CHAIN_PREV(elm, field, type) (SH_CHAIN_HASPREV(elm, field) ? \ SH_CHAIN_PREVP(elm, field, type) : (struct type *)NULL) #define SH_CHAIN_SINGLETON(elm, field) \ (!(SH_CHAIN_HASNEXT(elm, field) || SH_CHAIN_HASPREV(elm, field))) #define SH_CHAIN_INSERT_AFTER(listelm, elm, field, type) do { \ struct type *__next = SH_CHAIN_NEXT(listelm, field, type); \ if (__next != NULL) { \ (elm)->field.sce_next = SH_PTR_TO_OFF(elm, __next); \ __next->field.sce_prev = SH_PTR_TO_OFF(__next, elm); \ } else \ (elm)->field.sce_next = -1; \ (elm)->field.sce_prev = SH_PTR_TO_OFF(elm, listelm); \ (listelm)->field.sce_next = SH_PTR_TO_OFF(listelm, elm); \ } while (0) #define SH_CHAIN_INSERT_BEFORE(listelm, elm, field, type) do { \ struct type *__prev = SH_CHAIN_PREV(listelm, field, type); \ if (__prev != NULL) { \ (elm)->field.sce_prev = SH_PTR_TO_OFF(elm, __prev); \ __prev->field.sce_next = SH_PTR_TO_OFF(__prev, elm); \ } else \ (elm)->field.sce_prev = -1; \ (elm)->field.sce_next = SH_PTR_TO_OFF(elm, listelm); \ (listelm)->field.sce_prev = SH_PTR_TO_OFF(listelm, elm); \ } while (0) #define SH_CHAIN_REMOVE(elm, field, type) do { \ struct type *__prev = SH_CHAIN_PREV(elm, field, type); \ struct type *__next = SH_CHAIN_NEXT(elm, field, type); \ if (__next != NULL) \ __next->field.sce_prev = (__prev == NULL) ? -1 : \ SH_PTR_TO_OFF(__next, __prev); \ if (__prev != NULL) \ __prev->field.sce_next = (__next == NULL) ? -1 : \ SH_PTR_TO_OFF(__prev, __next); \ SH_CHAIN_INIT(elm, field); \ } while (0) /* * Shared memory list definitions. */ #define SH_LIST_HEAD(name) \ struct name { \ ssize_t slh_first; /* first element */ \ } #define SH_LIST_HEAD_INITIALIZER(head) \ { -1 } #define SH_LIST_ENTRY \ struct { \ ssize_t sle_next; /* relative offset to next element */ \ ssize_t sle_prev; /* relative offset of prev element */ \ } /* * Shared memory list functions. */ #define SH_LIST_EMPTY(head) \ ((head)->slh_first == -1) #define SH_LIST_FIRSTP(head, type) \ ((struct type *)(((u_int8_t *)(head)) + (head)->slh_first)) #define SH_LIST_FIRST(head, type) \ (SH_LIST_EMPTY(head) ? NULL : \ ((struct type *)(((u_int8_t *)(head)) + (head)->slh_first))) #define SH_LIST_NEXTP(elm, field, type) \ ((struct type *)(((u_int8_t *)(elm)) + (elm)->field.sle_next)) #define SH_LIST_NEXT(elm, field, type) \ ((elm)->field.sle_next == -1 ? NULL : \ ((struct type *)(((u_int8_t *)(elm)) + (elm)->field.sle_next))) /* *__SH_LIST_PREV_OFF is private API. It calculates the address of * the elm->field.sle_next member of a SH_LIST structure. All offsets * between elements are relative to that point in SH_LIST structures. */ #define __SH_LIST_PREV_OFF(elm, field) \ ((ssize_t *)(((u_int8_t *)(elm)) + (elm)->field.sle_prev)) #define SH_LIST_PREV(elm, field, type) \ (struct type *)((ssize_t)(elm) - (*__SH_LIST_PREV_OFF(elm, field))) #define SH_LIST_FOREACH(var, head, field, type) \ for ((var) = SH_LIST_FIRST((head), type); \ (var) != NULL; \ (var) = SH_LIST_NEXT((var), field, type)) /* * Given correct A.next: B.prev = SH_LIST_NEXT_TO_PREV(A) * in a list [A, B] * The prev value is always the offset from an element to its preceding * element's next location, not the beginning of the structure. To get * to the beginning of an element structure in memory given an element * do the following: * A = B - (B.prev + (&B.next - B)) * Take the element's next pointer and calculate what the corresponding * Prev pointer should be -- basically it is the negation plus the offset * of the next field in the structure. */ #define SH_LIST_NEXT_TO_PREV(elm, field) \ (((elm)->field.sle_next == -1 ? 0 : -(elm)->field.sle_next) + \ SH_PTR_TO_OFF(elm, &(elm)->field.sle_next)) #define SH_LIST_INIT(head) (head)->slh_first = -1 #define SH_LIST_INSERT_BEFORE(head, listelm, elm, field, type) do { \ if (listelm == SH_LIST_FIRST(head, type)) { \ SH_LIST_INSERT_HEAD(head, elm, field, type); \ } else { \ (elm)->field.sle_next = SH_PTR_TO_OFF(elm, listelm); \ (elm)->field.sle_prev = SH_LIST_NEXT_TO_PREV( \ SH_LIST_PREV((listelm), field, type), field) + \ (elm)->field.sle_next; \ (SH_LIST_PREV(listelm, field, type))->field.sle_next = \ (SH_PTR_TO_OFF((SH_LIST_PREV(listelm, field, \ type)), elm)); \ (listelm)->field.sle_prev = SH_LIST_NEXT_TO_PREV(elm, field); \ } \ } while (0) #define SH_LIST_INSERT_AFTER(listelm, elm, field, type) do { \ if ((listelm)->field.sle_next != -1) { \ (elm)->field.sle_next = SH_PTR_TO_OFF(elm, \ SH_LIST_NEXTP(listelm, field, type)); \ SH_LIST_NEXTP(listelm, field, type)->field.sle_prev = \ SH_LIST_NEXT_TO_PREV(elm, field); \ } else \ (elm)->field.sle_next = -1; \ (listelm)->field.sle_next = SH_PTR_TO_OFF(listelm, elm); \ (elm)->field.sle_prev = SH_LIST_NEXT_TO_PREV(listelm, field); \ } while (0) #define SH_LIST_INSERT_HEAD(head, elm, field, type) do { \ if ((head)->slh_first != -1) { \ (elm)->field.sle_next = \ (head)->slh_first - SH_PTR_TO_OFF(head, elm); \ SH_LIST_FIRSTP(head, type)->field.sle_prev = \ SH_LIST_NEXT_TO_PREV(elm, field); \ } else \ (elm)->field.sle_next = -1; \ (head)->slh_first = SH_PTR_TO_OFF(head, elm); \ (elm)->field.sle_prev = SH_PTR_TO_OFF(elm, &(head)->slh_first); \ } while (0) #define SH_LIST_REMOVE(elm, field, type) do { \ if ((elm)->field.sle_next != -1) { \ SH_LIST_NEXTP(elm, field, type)->field.sle_prev = \ (elm)->field.sle_prev - (elm)->field.sle_next; \ *__SH_LIST_PREV_OFF(elm, field) += (elm)->field.sle_next;\ } else \ *__SH_LIST_PREV_OFF(elm, field) = -1; \ } while (0) #define SH_LIST_REMOVE_HEAD(head, field, type) do { \ if (!SH_LIST_EMPTY(head)) { \ SH_LIST_REMOVE(SH_LIST_FIRSTP(head, type), field, type);\ } \ } while (0) /* * Shared memory tail queue definitions. */ #define SH_TAILQ_HEAD(name) \ struct name { \ ssize_t stqh_first; /* relative offset of first element */ \ ssize_t stqh_last; /* relative offset of last's next */ \ } #define SH_TAILQ_HEAD_INITIALIZER(head) \ { -1, 0 } #define SH_TAILQ_ENTRY \ struct { \ ssize_t stqe_next; /* relative offset of next element */ \ ssize_t stqe_prev; /* relative offset of prev's next */ \ } /* * Shared memory tail queue functions. */ #define SH_TAILQ_EMPTY(head) \ ((head)->stqh_first == -1) #define SH_TAILQ_FIRSTP(head, type) \ ((struct type *)((u_int8_t *)(head) + (head)->stqh_first)) #define SH_TAILQ_FIRST(head, type) \ (SH_TAILQ_EMPTY(head) ? NULL : SH_TAILQ_FIRSTP(head, type)) #define SH_TAILQ_NEXTP(elm, field, type) \ ((struct type *)((u_int8_t *)(elm) + (elm)->field.stqe_next)) #define SH_TAILQ_NEXT(elm, field, type) \ ((elm)->field.stqe_next == -1 ? NULL : \ ((struct type *)((u_int8_t *)(elm) + (elm)->field.stqe_next))) /* * __SH_TAILQ_PREV_OFF is private API. It calculates the address of * the elm->field.stqe_next member of a SH_TAILQ structure. All * offsets between elements are relative to that point in SH_TAILQ * structures. */ #define __SH_TAILQ_PREV_OFF(elm, field) \ ((ssize_t *)(((u_int8_t *)(elm)) + (elm)->field.stqe_prev)) #define SH_TAILQ_PREVP(elm, field, type) \ (struct type *)((ssize_t)elm - (*__SH_TAILQ_PREV_OFF(elm, field))) #define SH_TAILQ_PREV(head, elm, field, type) \ (((elm) == SH_TAILQ_FIRST(head, type)) ? NULL : \ (struct type *)((ssize_t)elm - (*__SH_TAILQ_PREV_OFF(elm, field)))) /* * __SH_TAILQ_LAST_OFF is private API. It calculates the address of * the stqe_next member of a SH_TAILQ structure in the last element * of this list. All offsets between elements are relative to that * point in SH_TAILQ structures. */ #define __SH_TAILQ_LAST_OFF(head) \ ((ssize_t *)(((u_int8_t *)(head)) + (head)->stqh_last)) #define SH_TAILQ_LASTP(head, field, type) \ ((struct type *)((ssize_t)(head) + \ ((ssize_t)((head)->stqh_last) - \ ((ssize_t)SH_PTR_TO_OFF(SH_TAILQ_FIRST(head, type), \ &(SH_TAILQ_FIRSTP(head, type)->field.stqe_next)))))) #define SH_TAILQ_LAST(head, field, type) \ (SH_TAILQ_EMPTY(head) ? NULL : SH_TAILQ_LASTP(head, field, type)) /* * Given correct A.next: B.prev = SH_TAILQ_NEXT_TO_PREV(A) * in a list [A, B] * The prev value is always the offset from an element to its preceding * element's next location, not the beginning of the structure. To get * to the beginning of an element structure in memory given an element * do the following: * A = B - (B.prev + (&B.next - B)) */ #define SH_TAILQ_NEXT_TO_PREV(elm, field) \ (((elm)->field.stqe_next == -1 ? 0 : \ (-(elm)->field.stqe_next) + \ SH_PTR_TO_OFF(elm, &(elm)->field.stqe_next))) #define SH_TAILQ_FOREACH(var, head, field, type) \ for ((var) = SH_TAILQ_FIRST((head), type); \ (var) != NULL; \ (var) = SH_TAILQ_NEXT((var), field, type)) #define SH_TAILQ_FOREACH_REVERSE(var, head, field, type) \ for ((var) = SH_TAILQ_LAST((head), field, type); \ (var) != NULL; \ (var) = SH_TAILQ_PREV((head), (var), field, type)) #define SH_TAILQ_INIT(head) { \ (head)->stqh_first = -1; \ (head)->stqh_last = SH_PTR_TO_OFF(head, &(head)->stqh_first); \ } #define SH_TAILQ_INSERT_HEAD(head, elm, field, type) do { \ if ((head)->stqh_first != -1) { \ (elm)->field.stqe_next = \ (head)->stqh_first - SH_PTR_TO_OFF(head, elm); \ SH_TAILQ_FIRSTP(head, type)->field.stqe_prev = \ SH_TAILQ_NEXT_TO_PREV(elm, field); \ } else { \ (head)->stqh_last = \ SH_PTR_TO_OFF(head, &(elm)->field.stqe_next); \ (elm)->field.stqe_next = -1; \ } \ (head)->stqh_first = SH_PTR_TO_OFF(head, elm); \ (elm)->field.stqe_prev = \ SH_PTR_TO_OFF(elm, &(head)->stqh_first); \ } while (0) #define SH_TAILQ_INSERT_TAIL(head, elm, field) do { \ (elm)->field.stqe_next = -1; \ (elm)->field.stqe_prev = \ -SH_PTR_TO_OFF(head, elm) + (head)->stqh_last; \ if ((head)->stqh_last == \ SH_PTR_TO_OFF((head), &(head)->stqh_first)) \ (head)->stqh_first = SH_PTR_TO_OFF(head, elm); \ else \ *__SH_TAILQ_LAST_OFF(head) = -(head)->stqh_last + \ SH_PTR_TO_OFF((elm), &(elm)->field.stqe_next) + \ SH_PTR_TO_OFF(head, elm); \ (head)->stqh_last = \ SH_PTR_TO_OFF(head, &((elm)->field.stqe_next)); \ } while (0) #define SH_TAILQ_INSERT_BEFORE(head, listelm, elm, field, type) do { \ if (listelm == SH_TAILQ_FIRST(head, type)) { \ SH_TAILQ_INSERT_HEAD(head, elm, field, type); \ } else { \ (elm)->field.stqe_next = SH_PTR_TO_OFF(elm, listelm); \ (elm)->field.stqe_prev = SH_TAILQ_NEXT_TO_PREV( \ SH_TAILQ_PREVP((listelm), field, type), field) + \ (elm)->field.stqe_next; \ (SH_TAILQ_PREVP(listelm, field, type))->field.stqe_next =\ (SH_PTR_TO_OFF((SH_TAILQ_PREVP(listelm, field, type)), \ elm)); \ (listelm)->field.stqe_prev = \ SH_TAILQ_NEXT_TO_PREV(elm, field); \ } \ } while (0) #define SH_TAILQ_INSERT_AFTER(head, listelm, elm, field, type) do { \ if ((listelm)->field.stqe_next != -1) { \ (elm)->field.stqe_next = (listelm)->field.stqe_next - \ SH_PTR_TO_OFF(listelm, elm); \ SH_TAILQ_NEXTP(listelm, field, type)->field.stqe_prev = \ SH_TAILQ_NEXT_TO_PREV(elm, field); \ } else { \ (elm)->field.stqe_next = -1; \ (head)->stqh_last = \ SH_PTR_TO_OFF(head, &(elm)->field.stqe_next); \ } \ (listelm)->field.stqe_next = SH_PTR_TO_OFF(listelm, elm); \ (elm)->field.stqe_prev = SH_TAILQ_NEXT_TO_PREV(listelm, field); \ } while (0) #define SH_TAILQ_REMOVE(head, elm, field, type) do { \ if ((elm)->field.stqe_next != -1) { \ SH_TAILQ_NEXTP(elm, field, type)->field.stqe_prev = \ (elm)->field.stqe_prev + \ SH_PTR_TO_OFF(SH_TAILQ_NEXTP(elm, \ field, type), elm); \ *__SH_TAILQ_PREV_OFF(elm, field) += (elm)->field.stqe_next;\ } else { \ (head)->stqh_last = (elm)->field.stqe_prev + \ SH_PTR_TO_OFF(head, elm); \ *__SH_TAILQ_PREV_OFF(elm, field) = -1; \ } \ } while (0) #if defined(__cplusplus) } #endif #endif /* !_DB_SHQUEUE_H_ */