2 * IOVA tree implementation based on GTree.
4 * Copyright 2018 Red Hat, Inc.
7 * Peter Xu <peterx@redhat.com>
9 * This work is licensed under the terms of the GNU GPL, version 2 or later.
12 #include "qemu/osdep.h"
13 #include "qemu/iova-tree.h"
19 /* Args to pass to iova_tree_alloc foreach function. */
20 struct IOVATreeAllocArgs
{
21 /* Size of the desired allocation */
24 /* The minimum address allowed in the allocation */
27 /* Map at the left of the hole, can be NULL if "this" is first one */
30 /* Map at the right of the hole, can be NULL if "prev" is the last one */
33 /* If found, we fill in the IOVA here */
36 /* Whether have we found a valid IOVA */
40 typedef struct IOVATreeFindIOVAArgs
{
43 } IOVATreeFindIOVAArgs
;
46 * Iterate args to the next hole
48 * @args: The alloc arguments
49 * @next: The next mapping in the tree. Can be NULL to signal the last one
51 static void iova_tree_alloc_args_iterate(struct IOVATreeAllocArgs
*args
,
54 args
->prev
= args
->this;
58 static int iova_tree_compare(gconstpointer a
, gconstpointer b
, gpointer data
)
60 const DMAMap
*m1
= a
, *m2
= b
;
62 if (m1
->iova
> m2
->iova
+ m2
->size
) {
66 if (m1
->iova
+ m1
->size
< m2
->iova
) {
74 IOVATree
*iova_tree_new(void)
76 IOVATree
*iova_tree
= g_new0(IOVATree
, 1);
78 /* We don't have values actually, no need to free */
79 iova_tree
->tree
= g_tree_new_full(iova_tree_compare
, NULL
, g_free
, NULL
);
84 const DMAMap
*iova_tree_find(const IOVATree
*tree
, const DMAMap
*map
)
86 return g_tree_lookup(tree
->tree
, map
);
89 static gboolean
iova_tree_find_address_iterator(gpointer key
, gpointer value
,
92 const DMAMap
*map
= key
;
93 IOVATreeFindIOVAArgs
*args
= data
;
96 g_assert(key
== value
);
98 needle
= args
->needle
;
99 if (map
->translated_addr
+ map
->size
< needle
->translated_addr
||
100 needle
->translated_addr
+ needle
->size
< map
->translated_addr
) {
108 const DMAMap
*iova_tree_find_iova(const IOVATree
*tree
, const DMAMap
*map
)
110 IOVATreeFindIOVAArgs args
= {
114 g_tree_foreach(tree
->tree
, iova_tree_find_address_iterator
, &args
);
118 const DMAMap
*iova_tree_find_address(const IOVATree
*tree
, hwaddr iova
)
120 const DMAMap map
= { .iova
= iova
, .size
= 0 };
122 return iova_tree_find(tree
, &map
);
125 static inline void iova_tree_insert_internal(GTree
*gtree
, DMAMap
*range
)
127 /* Key and value are sharing the same range data */
128 g_tree_insert(gtree
, range
, range
);
131 int iova_tree_insert(IOVATree
*tree
, const DMAMap
*map
)
135 if (map
->iova
+ map
->size
< map
->iova
|| map
->perm
== IOMMU_NONE
) {
136 return IOVA_ERR_INVALID
;
139 /* We don't allow to insert range that overlaps with existings */
140 if (iova_tree_find(tree
, map
)) {
141 return IOVA_ERR_OVERLAP
;
144 new = g_new0(DMAMap
, 1);
145 memcpy(new, map
, sizeof(*new));
146 iova_tree_insert_internal(tree
->tree
, new);
151 static gboolean
iova_tree_traverse(gpointer key
, gpointer value
,
154 iova_tree_iterator iterator
= data
;
157 g_assert(key
== value
);
159 return iterator(map
);
162 void iova_tree_foreach(IOVATree
*tree
, iova_tree_iterator iterator
)
164 g_tree_foreach(tree
->tree
, iova_tree_traverse
, iterator
);
167 void iova_tree_remove(IOVATree
*tree
, DMAMap map
)
169 const DMAMap
*overlap
;
171 while ((overlap
= iova_tree_find(tree
, &map
))) {
172 g_tree_remove(tree
->tree
, overlap
);
177 * Try to find an unallocated IOVA range between prev and this elements.
179 * @args: Arguments to allocation
183 * (1) !prev, !this: No entries allocated, always succeed
185 * (2) !prev, this: We're iterating at the 1st element.
187 * (3) prev, !this: We're iterating at the last element.
189 * (4) prev, this: this is the most common case, we'll try to find a hole
190 * between "prev" and "this" mapping.
192 * Note that this function assumes the last valid iova is HWADDR_MAX, but it
193 * searches linearly so it's easy to discard the result if it's not the case.
195 static void iova_tree_alloc_map_in_hole(struct IOVATreeAllocArgs
*args
)
197 const DMAMap
*prev
= args
->prev
, *this = args
->this;
198 uint64_t hole_start
, hole_last
;
200 if (this && this->iova
+ this->size
< args
->iova_begin
) {
204 hole_start
= MAX(prev
? prev
->iova
+ prev
->size
+ 1 : 0, args
->iova_begin
);
205 hole_last
= this ? this->iova
: HWADDR_MAX
;
207 if (hole_last
- hole_start
> args
->new_size
) {
208 args
->iova_result
= hole_start
;
209 args
->iova_found
= true;
214 * Foreach dma node in the tree, compare if there is a hole with its previous
215 * node (or minimum iova address allowed) and the node.
217 * @key: Node iterating
218 * @value: Node iterating
219 * @pargs: Struct to communicate with the outside world
221 * Return: false to keep iterating, true if needs break.
223 static gboolean
iova_tree_alloc_traverse(gpointer key
, gpointer value
,
226 struct IOVATreeAllocArgs
*args
= pargs
;
227 DMAMap
*node
= value
;
229 assert(key
== value
);
231 iova_tree_alloc_args_iterate(args
, node
);
232 iova_tree_alloc_map_in_hole(args
);
233 return args
->iova_found
;
236 int iova_tree_alloc_map(IOVATree
*tree
, DMAMap
*map
, hwaddr iova_begin
,
239 struct IOVATreeAllocArgs args
= {
240 .new_size
= map
->size
,
241 .iova_begin
= iova_begin
,
244 if (unlikely(iova_last
< iova_begin
)) {
245 return IOVA_ERR_INVALID
;
249 * Find a valid hole for the mapping
251 * Assuming low iova_begin, so no need to do a binary search to
252 * locate the first node.
254 * TODO: Replace all this with g_tree_node_first/next/last when available
255 * (from glib since 2.68). To do it with g_tree_foreach complicates the
259 g_tree_foreach(tree
->tree
, iova_tree_alloc_traverse
, &args
);
260 if (!args
.iova_found
) {
262 * Either tree is empty or the last hole is still not checked.
263 * g_tree_foreach does not compare (last, iova_last] range, so we check
266 iova_tree_alloc_args_iterate(&args
, NULL
);
267 iova_tree_alloc_map_in_hole(&args
);
270 if (!args
.iova_found
|| args
.iova_result
+ map
->size
> iova_last
) {
271 return IOVA_ERR_NOMEM
;
274 map
->iova
= args
.iova_result
;
275 return iova_tree_insert(tree
, map
);
278 void iova_tree_destroy(IOVATree
*tree
)
280 g_tree_destroy(tree
->tree
);