qemu-e2k/hw/hyperv/hv-balloon-page_range_tree.c
Maciej S. Szmigiero 0d9e8c0b67 Add Hyper-V Dynamic Memory Protocol driver (hv-balloon) base
This driver is like virtio-balloon on steroids: it allows both changing the
guest memory allocation via ballooning and (in the next patch) inserting
pieces of extra RAM into it on demand from a provided memory backend.

The actual resizing is done via ballooning interface (for example, via
the "balloon" HMP command).
This includes resizing the guest past its boot size - that is, hot-adding
additional memory in granularity limited only by the guest alignment
requirements, as provided by the next patch.

In contrast with ACPI DIMM hotplug where one can only request to unplug a
whole DIMM stick this driver allows removing memory from guest in single
page (4k) units via ballooning.

After a VM reboot the guest is back to its original (boot) size.

In the future, the guest boot memory size might be changed on reboot
instead, taking into account the effective size that VM had before that
reboot (much like Hyper-V does).

For performance reasons, the guest-released memory is tracked in a few
range trees, as a series of (start, count) ranges.
Each time a new page range is inserted into such tree its neighbors are
checked as candidates for possible merging with it.

Besides performance reasons, the Dynamic Memory protocol itself uses page
ranges as the data structure in its messages, so relevant pages need to be
merged into such ranges anyway.

One has to be careful when tracking the guest-released pages, since the
guest can maliciously report returning pages outside its current address
space, which later clash with the address range of newly added memory.
Similarly, the guest can report freeing the same page twice.

The above design results in much better ballooning performance than when
using virtio-balloon with the same guest: 230 GB / minute with this driver
versus 70 GB / minute with virtio-balloon.

During a ballooning operation most of time is spent waiting for the guest
to come up with newly freed page ranges, processing the received ranges on
the host side (in QEMU and KVM) is nearly instantaneous.

The unballoon operation is also pretty much instantaneous:
thanks to the merging of the ballooned out page ranges 200 GB of memory can
be returned to the guest in about 1 second.
With virtio-balloon this operation takes about 2.5 minutes.

These tests were done against a Windows Server 2019 guest running on a
Xeon E5-2699, after dirtying the whole memory inside guest before each
balloon operation.

Using a range tree instead of a bitmap to track the removed memory also
means that the solution scales well with the guest size: even a 1 TB range
takes just a few bytes of such metadata.

Since the required GTree operations aren't present in every Glib version
a check for them was added to the meson build script, together with new
"--enable-hv-balloon" and "--disable-hv-balloon" configure arguments.
If these GTree operations are missing in the system's Glib version this
driver will be skipped during QEMU build.

An optional "status-report=on" device parameter requests memory status
events from the guest (typically sent every second), which allow the host
to learn both the guest memory available and the guest memory in use
counts.

Following commits will add support for their external emission as
"HV_BALLOON_STATUS_REPORT" QMP events.

The driver is named hv-balloon since the Linux kernel client driver for
the Dynamic Memory Protocol is named as such and to follow the naming
pattern established by the virtio-balloon driver.
The whole protocol runs over Hyper-V VMBus.

The driver was tested against Windows Server 2012 R2, Windows Server 2016
and Windows Server 2019 guests and obeys the guest alignment requirements
reported to the host via DM_CAPABILITIES_REPORT message.

Acked-by: David Hildenbrand <david@redhat.com>
Signed-off-by: Maciej S. Szmigiero <maciej.szmigiero@oracle.com>
2023-11-06 14:08:10 +01:00

229 lines
6.2 KiB
C

/*
* QEMU Hyper-V Dynamic Memory Protocol driver
*
* Copyright (C) 2020-2023 Oracle and/or its affiliates.
*
* This work is licensed under the terms of the GNU GPL, version 2 or later.
* See the COPYING file in the top-level directory.
*/
#include "hv-balloon-internal.h"
#include "hv-balloon-page_range_tree.h"
/*
* temporarily avoid warnings about enhanced GTree API usage requiring a
* too recent Glib version until GLIB_VERSION_MAX_ALLOWED finally reaches
* the Glib version with this API
*/
#pragma GCC diagnostic ignored "-Wdeprecated-declarations"
/* PageRangeTree */
static gint page_range_tree_key_compare(gconstpointer leftp,
gconstpointer rightp,
gpointer user_data)
{
const uint64_t *left = leftp, *right = rightp;
if (*left < *right) {
return -1;
} else if (*left > *right) {
return 1;
} else { /* *left == *right */
return 0;
}
}
static GTreeNode *page_range_tree_insert_new(PageRangeTree tree,
uint64_t start, uint64_t count)
{
uint64_t *key = g_malloc(sizeof(*key));
PageRange *range = g_malloc(sizeof(*range));
assert(count > 0);
*key = range->start = start;
range->count = count;
return g_tree_insert_node(tree.t, key, range);
}
void hvb_page_range_tree_insert(PageRangeTree tree,
uint64_t start, uint64_t count,
uint64_t *dupcount)
{
GTreeNode *node;
bool joinable;
uint64_t intersection;
PageRange *range;
assert(!SUM_OVERFLOW_U64(start, count));
if (count == 0) {
return;
}
node = g_tree_upper_bound(tree.t, &start);
if (node) {
node = g_tree_node_previous(node);
} else {
node = g_tree_node_last(tree.t);
}
if (node) {
range = g_tree_node_value(node);
assert(range);
intersection = page_range_intersection_size(range, start, count);
joinable = page_range_joinable_right(range, start, count);
}
if (!node ||
(!intersection && !joinable)) {
/*
* !node case: the tree is empty or the very first node in the tree
* already has a higher key (the start of its range).
* the other case: there is a gap in the tree between the new range
* and the previous one.
* anyway, let's just insert the new range into the tree.
*/
node = page_range_tree_insert_new(tree, start, count);
assert(node);
range = g_tree_node_value(node);
assert(range);
} else {
/*
* the previous range in the tree either partially covers the new
* range or ends just at its beginning - extend it
*/
if (dupcount) {
*dupcount += intersection;
}
count += start - range->start;
range->count = MAX(range->count, count);
}
/* check next nodes for possible merging */
for (node = g_tree_node_next(node); node; ) {
PageRange *rangecur;
rangecur = g_tree_node_value(node);
assert(rangecur);
intersection = page_range_intersection_size(rangecur,
range->start, range->count);
joinable = page_range_joinable_left(rangecur,
range->start, range->count);
if (!intersection && !joinable) {
/* the current node is disjoint */
break;
}
if (dupcount) {
*dupcount += intersection;
}
count = rangecur->count + (rangecur->start - range->start);
range->count = MAX(range->count, count);
/* the current node was merged in, remove it */
start = rangecur->start;
node = g_tree_node_next(node);
/* no hinted removal in GTree... */
g_tree_remove(tree.t, &start);
}
}
bool hvb_page_range_tree_pop(PageRangeTree tree, PageRange *out,
uint64_t maxcount)
{
GTreeNode *node;
PageRange *range;
node = g_tree_node_last(tree.t);
if (!node) {
return false;
}
range = g_tree_node_value(node);
assert(range);
out->start = range->start;
/* can't modify range->start as it is the node key */
if (range->count > maxcount) {
out->start += range->count - maxcount;
out->count = maxcount;
range->count -= maxcount;
} else {
out->count = range->count;
/* no hinted removal in GTree... */
g_tree_remove(tree.t, &out->start);
}
return true;
}
bool hvb_page_range_tree_intree_any(PageRangeTree tree,
uint64_t start, uint64_t count)
{
GTreeNode *node;
if (count == 0) {
return false;
}
/* find the first node that can possibly intersect our range */
node = g_tree_upper_bound(tree.t, &start);
if (node) {
/*
* a NULL node below means that the very first node in the tree
* already has a higher key (the start of its range).
*/
node = g_tree_node_previous(node);
} else {
/* a NULL node below means that the tree is empty */
node = g_tree_node_last(tree.t);
}
/* node range start <= range start */
if (!node) {
/* node range start > range start */
node = g_tree_node_first(tree.t);
}
for ( ; node; node = g_tree_node_next(node)) {
PageRange *range = g_tree_node_value(node);
assert(range);
/*
* if this node starts beyond or at the end of our range so does
* every next one
*/
if (range->start >= start + count) {
break;
}
if (page_range_intersection_size(range, start, count) > 0) {
return true;
}
}
return false;
}
void hvb_page_range_tree_init(PageRangeTree *tree)
{
tree->t = g_tree_new_full(page_range_tree_key_compare, NULL,
g_free, g_free);
}
void hvb_page_range_tree_destroy(PageRangeTree *tree)
{
/* g_tree_destroy() is not NULL-safe */
if (!tree->t) {
return;
}
g_tree_destroy(tree->t);
tree->t = NULL;
}