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[OLK-6.6] [bugfix] Btrfs: Tree log corruption with 64k page size and 16k nodesize due to unwritten dirty blocks
待办的
#ICYWHN
内核缺陷
fffs_qian
创建于
2025-09-19 17:35
When running machines with 64k page size and a 16k nodesize we started seeing tree log corruption in production. This turned out to be because we were not writing out dirty blocks sometimes, so this in fact affects all metadata writes. When writing out a subpage EB we scan the subpage bitmap for a dirty range. If the range isn't dirty we do bit_start++; to move onto the next bit. The problem is the bitmap is based on the number of sectors that an EB has. So in this case, we have a 64k pagesize, 16k nodesize, but a 4k sectorsize. This means our bitmap is 4 bits for every node. With a 64k page size we end up with 4 nodes per page. To make this easier this is how everything looks [0 16k 32k 48k ] logical address [0 4 8 12 ] radix tree offset [ 64k page ] folio [ 16k eb ][ 16k eb ][ 16k eb ][ 16k eb ] extent buffers [ | | | | | | | | | | | | | | | | ] bitmap Now we use all of our addressing based on fs_info->sectorsize_bits, so as you can see the above our 16k eb->start turns into radix entry 4. When we find a dirty range for our eb, we correctly do bit_start += sectors_per_node, because if we start at bit 0, the next bit for the next eb is 4, to correspond to eb->start 16k. However if our range is clean, we will do bit_start++, which will now put us offset from our radix tree entries. In our case, assume that the first time we check the bitmap the block is not dirty, we increment bit_start so now it == 1, and then we loop around and check again. This time it is dirty, and we go to find that start using the following equation start = folio_start + bit_start * fs_info->sectorsize; so in the case above, eb->start 0 is now dirty, and we calculate start as 0 + 1 * fs_info->sectorsize = 4096 4096 >> 12 = 1 Now we're looking up the radix tree for 1, and we won't find an eb. What's worse is now we're using bit_start == 1, so we do bit_start += sectors_per_node, which is now 5. If that eb is dirty we will run into the same thing, we will look at an offset that is not populated in the radix tree, and now we're skipping the writeout of dirty extent buffers. The best fix for this is to not use sectorsize_bits to address nodes, but that's a larger change. Since this is a fs corruption problem fix it simply by always using sectors_per_node to increment the start bit. Fixes: c4aec299fa8f ("btrfs: introduce submit_eb_subpage() to submit a subpage metadata page") 二、缺陷分析结构反馈 影响性分析说明: 缺陷严重等级:(Critical/High/Moderate/Low) 缺陷根因说明: 受影响版本排查(受影响/不受影响): openEuler-20.03-LTS-SP4 openEuler-22.03-LTS-SP3 openEuler-22.03-LTS-SP4 openEuler-24.03-LTS openEuler-24.03-LTS-SP1 openEuler-24.03-LTS-SP2 修复是否涉及abi变化(是/否): openEuler-20.03-LTS-SP4 openEuler-22.03-LTS-SP3 openEuler-22.03-LTS-SP4 openEuler-24.03-LTS openEuler-24.03-LTS-SP1 openEuler-24.03-LTS-SP2
When running machines with 64k page size and a 16k nodesize we started seeing tree log corruption in production. This turned out to be because we were not writing out dirty blocks sometimes, so this in fact affects all metadata writes. When writing out a subpage EB we scan the subpage bitmap for a dirty range. If the range isn't dirty we do bit_start++; to move onto the next bit. The problem is the bitmap is based on the number of sectors that an EB has. So in this case, we have a 64k pagesize, 16k nodesize, but a 4k sectorsize. This means our bitmap is 4 bits for every node. With a 64k page size we end up with 4 nodes per page. To make this easier this is how everything looks [0 16k 32k 48k ] logical address [0 4 8 12 ] radix tree offset [ 64k page ] folio [ 16k eb ][ 16k eb ][ 16k eb ][ 16k eb ] extent buffers [ | | | | | | | | | | | | | | | | ] bitmap Now we use all of our addressing based on fs_info->sectorsize_bits, so as you can see the above our 16k eb->start turns into radix entry 4. When we find a dirty range for our eb, we correctly do bit_start += sectors_per_node, because if we start at bit 0, the next bit for the next eb is 4, to correspond to eb->start 16k. However if our range is clean, we will do bit_start++, which will now put us offset from our radix tree entries. In our case, assume that the first time we check the bitmap the block is not dirty, we increment bit_start so now it == 1, and then we loop around and check again. This time it is dirty, and we go to find that start using the following equation start = folio_start + bit_start * fs_info->sectorsize; so in the case above, eb->start 0 is now dirty, and we calculate start as 0 + 1 * fs_info->sectorsize = 4096 4096 >> 12 = 1 Now we're looking up the radix tree for 1, and we won't find an eb. What's worse is now we're using bit_start == 1, so we do bit_start += sectors_per_node, which is now 5. If that eb is dirty we will run into the same thing, we will look at an offset that is not populated in the radix tree, and now we're skipping the writeout of dirty extent buffers. The best fix for this is to not use sectorsize_bits to address nodes, but that's a larger change. Since this is a fs corruption problem fix it simply by always using sectors_per_node to increment the start bit. Fixes: c4aec299fa8f ("btrfs: introduce submit_eb_subpage() to submit a subpage metadata page") 二、缺陷分析结构反馈 影响性分析说明: 缺陷严重等级:(Critical/High/Moderate/Low) 缺陷根因说明: 受影响版本排查(受影响/不受影响): openEuler-20.03-LTS-SP4 openEuler-22.03-LTS-SP3 openEuler-22.03-LTS-SP4 openEuler-24.03-LTS openEuler-24.03-LTS-SP1 openEuler-24.03-LTS-SP2 修复是否涉及abi变化(是/否): openEuler-20.03-LTS-SP4 openEuler-22.03-LTS-SP3 openEuler-22.03-LTS-SP4 openEuler-24.03-LTS openEuler-24.03-LTS-SP1 openEuler-24.03-LTS-SP2
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5.10.0-153.39.0
5.10.0-136.60.0
5.10.0-60.122.0
4.19.90-2401.4.0
6.6.0-5.0.0
5.10.0-183.0.0
5.10.0-153.38.0
5.10.0-136.59.0
5.10.0-60.121.0
4.19.90-2401.3.0
4.19.90-2401.2.0
6.6.0-4.0.0
4.19.90-2401.1.0
5.10.0-153.37.0
5.10.0-136.58.0
5.10.0-60.120.0
4.19.90-2312.6.0
4.19.90-2312.5.0
6.6.0-3.0.0
5.10.0-182.0.0
5.10.0-181.0.0
5.10.0-180.0.0
5.10.0-153.36.0
4.19.90-2312.4.0
5.10.0-179.0.0
6.6.0-2.0.0
5.10.0-178.0.0
5.10.0-177.0.0
4.19.90-2312.3.0
4.19.90-2312.2.0
5.10.0-176.0.0
5.10.0-175.0.0
4.19.90-2312.1.0
5.10.0-174.0.0
5.10.0-153.35.0
5.10.0-136.57.0
5.10.0-60.119.0
6.6.0-1.0.0
5.10.0-173.0.0
5.10.0-153.34.0
5.10.0-136.56.0
5.10.0-60.118.0
4.19.90-2311.5.0
5.10.0-172.0.0
5.10.0-171.0.0
4.19.90-2311.4.0
5.10.0-170.0.0
5.10.0-169.0.0
5.10.0-168.0.0
5.10.0-153.33.0
5.10.0-136.55.0
5.10.0-60.117.0
4.19.90-2311.3.0
5.10.0-167.0.0
5.10.0-153.32.0
5.10.0-136.54.0
5.10.0-60.116.0
4.19.90-2311.2.0
5.10.0-166.0.0
4.19.90-2311.1.0
5.10.0-165.0.0
5.10.0-153.31.0
5.10.0-136.53.0
5.10.0-60.115.0
v6.6
5.10.0-164.0.0
4.19.90-2310.4.0
4.19.90-2310.3.0
5.10.0-163.0.0
5.10.0-153.30.0
5.10.0-136.52.0
5.10.0-60.114.0
5.10.0-162.0.0
5.10.0-153.29.0
5.10.0-136.51.0
5.10.0-60.113.0
4.19.90-2310.2.0
4.19.90-2310.1.0
4.19.90-2309.5.0
6.4.0-10.1.0
5.10.0-161.0.0
6.4.0-7.0.1
6.4.0-10.0.0
6.4.0-6.0.6
6.4.0-6.0.5
6.4.0-6.0.4
6.4.0-6.0.3
6.4.0-6.0.2
6.4.0-6.0.1
5.10.0-153.28.0
5.10.0-136.50.0
5.10.0-60.112.0
4.19.90-2309.4.0
6.4.0-9.0.0
5.10.0-153.27.0
5.10.0-136.49.0
5.10.0-60.111.0
6.4.0-8.0.0
4.19.90-2309.3.0
6.4.0-7.0.0
4.19.90-2309.2.0
5.10.0-160.0.0
6.4.0-6.0.0
5.10.0-153.26.0
5.10.0-136.48.0
5.10.0-60.110.0
4.19.90-2309.1.0
6.4.0-5.0.0
6.4.0-4.0.0
6.4.0-3.0.0
4.19.90-2308.5.0
6.4.0-2.0.0
5.10.0-153.25.0
5.10.0-136.47.0
5.10.0-60.109.0
5.10.0-159.0.0
6.4.0-1.0.2
4.19.90-2308.4.0
5.10.0-153.24.0
5.10.0-136.46.0
5.10.0-60.108.0
4.19.90-2308.3.0
5.10.0-153.23.0
5.10.0-136.45.0
5.10.0-60.107.0
5.10.0-158.0.0
5.10.0-153.22.0
5.10.0-60.106.0
5.10.0-136.44.0
4.19.90-2308.2.0
5.10.0-153.21.0
5.10.0-60.105.0
5.10.0-136.43.0
4.19.90-2308.1.0
6.4.0-1.0.1
5.10.0-157.0.0
4.19.90-2307.5.0
5.10.0-153.20.0
5.10.0-60.104.0
5.10.0-136.42.0
5.10.0-153.19.0
5.10.0-60.103.0
5.10.0-136.41.0
4.19.90-2307.4.0
5.10.0-156.0.0
4.19.90-2307.3.0
5.10.0-153.18.0
5.10.0-60.102.0
5.10.0-136.40.0
6.4.0-1.0.0
4.19.90-2307.2.0
4.19.90-2307.1.0
5.10.0-60.101.0
5.10.0-153.17.0
5.10.0-136.39.0
4.19.90-2306.7.0
4.19.90-2306.6.0
5.10.0-155.0.0
5.10.0-153.16.0
4.19.90-2306.5.0
5.10.0-136.38.0
5.10.0-60.100.0
v6.4
5.10.0-153.12.0
5.10.0-153.10.0
5.10.0-60.99.0
5.10.0-136.37.0
4.19.90-2306.4.0
5.10.0-153.9.0
5.10.0-153.8.0
5.10.0-60.98.0
5.10.0-136.36.0
4.19.90-2306.3.0
5.10.0-153.6.0
5.10.0-153.5.0
5.10.0-154.0.0
5.10.0-153.4.0
4.19.90-2306.2.0
5.10.0-153.3.0
5.10.0-60.97.0
5.10.0-136.35.0
4.19.90-2306.1.0
5.10.0-153.2.0
5.10.0-153.1.0
5.10.0-60.96.0
5.10.0-136.34.0
4.19.90-2305.4.0
5.10.0-153.0.0
v6.4-rc4
5.10.0-152.0.0
4.19.90-2305.3.0
5.10.0-60.95.0
5.10.0-136.33.0
5.10.0-151.0.0
5.10.0-150.0.0
5.10.0-149.0.0
5.10.0-136.32.0
5.10.0-60.94.0
4.19.90-2305.2.0
5.10.0-60.93.0
5.10.0-136.31.0
4.19.90-2305.1.0
5.10.0-148.0.0
5.10.0-136.30.0
5.10.0-60.92.0
4.19.90-2304.5.0
v6.3
5.10.0-136.29.0
5.10.0-60.91.0
4.19.90-2304.4.0
5.10.0-136.28.0
5.10.0-60.90.0
4.19.90-2304.3.0
4.19.90-2304.2.0
5.10.0-147.0.0
4.19.90-2304.1.0
5.10.0-136.27.0
5.10.0-60.89.0
5.10.0-146.0.0
5.10.0-136.26.0
5.10.0-60.88.0
4.19.90-2303.6.0
5.10.0-60.87.0
5.10.0-136.25.0
4.19.90-2303.5.0
5.10.0-145.0.0
5.10.0-60.86.0
5.10.0-136.24.0
4.19.90-2303.4.0
5.10.0-136.23.0
5.10.0-60.85.0
4.19.90-2303.3.0
v6.1.19
4.19.90-2303.2.0
5.10.0-144.0.0
5.10.0-136.22.0
5.10.0-60.84.0
4.19.90-2303.1.0
5.10.0-60.83.0
5.10.0-136.21.0
4.19.90-2302.5.0
v6.1.14
5.10.0-143.0.0
5.10.0-60.82.0
5.10.0-136.20.0
4.19.90-2302.4.0
5.10.0-60.81.0
5.10.0-136.19.0
4.19.90-2302.3.0
5.10.0-142.0.0
4.19.90-2302.2.0
5.10.0-136.18.0
5.10.0-60.80.0
4.19.90-2302.1.0
5.10.0-60.79.0
5.10.0-136.17.0
4.19.90-2301.6.0
v6.1.8
v6.2-rc5
5.10.0-141.0.0
v6.1.7
5.10.0-136.16.0
5.10.0-60.78.0
4.19.90-2301.5.0
v6.2-rc4
v6.1.6
6.1.0-1.0.0
v6.1.5
4.19.90-2301.4.0
5.10.0-60.77.0
5.10.0-136.15.0
4.19.90-2301.3.0
4.19.90-2301.2.0
4.19.90-2301.1.0
5.10.0-136.14.2
5.10.0-60.76.0
5.10.0-140.0.0
5.10.0-136.13.2
5.10.0-60.75.0
5.10.0-60.74.0
5.10.0-136.12.2
4.19.90-2212.4.0
5.10.0-136.12.0
5.10.0-136.10.0
4.19.90-2212.3.0
5.10.0-136.8.0
5.10.0-136.7.0
5.10.0-139.0.0
5.10.0-136.6.0
5.10.0-136.5.0
5.10.0-60.73.0
5.10.0-136.4.0
5.10.0-136.3.0
5.10.0-138.0.0
5.10.0-136.2.0
5.10.0-60.72.0
5.10.0-60.71.0
5.10.0-137.0.0
5.10.0-136.1.0
v6.1
5.10.0-136.0.0
5.10.0-135.0.0
5.10.0-134.0.0
4.19.90-2212.2.0
5.10.0-133.0.0
5.10.0-60.70.0
4.19.90-2212.1.0
5.10.0-60.69.0
5.10.0-132.0.0
5.10.0-131.0.0
5.10.0-130.0.0
4.19.90-2211.6.0
5.10.0-129.0.0
5.10.0-60.68.0
4.19.90-2211.5.0
5.10.0-128.0.0
5.10.0-60.67.0
5.10.0-127.0.0
4.19.90-2211.4.0
5.10.0-60.66.0
5.10.0-126.0.0
4.19.90-2211.3.0
4.19.90-2211.2.0
5.10.0-125.0.0
5.10.0-60.65.0
5.10.0-60.64.0
4.19.90-2211.1.0
4.19.90-2210.5.0
5.10.0-123.0.0
5.10.0-60.63.0
5.10.0-60.62.0
4.19.90-2210.4.0
5.10.0-121.0.0
5.10.0-60.61.0
4.19.90-2210.3.0
5.10.0-60.60.0
5.10.0-120.0.0
5.10.0-60.59.0
5.10.0-119.0.0
4.19.90-2210.2.0
4.19.90-2210.1.0
5.10.0-118.0.0
5.10.0-106.19.0
5.10.0-60.58.0
4.19.90-2209.6.0
5.10.0-106.18.0
5.10.0-106.17.0
5.10.0-106.16.0
5.10.0-106.15.0
5.10.0-117.0.0
5.10.0-60.57.0
5.10.0-116.0.0
5.10.0-106.14.0
5.10.0-106.13.0
4.19.90-2209.5.0
4.19.90-2209.4.0
5.10.0-60.56.0
4.19.90-2209.3.0
5.10.0-106.12.0
5.10.0-106.10.0
5.10.0-106.11.0
5.10.0-60.55.0
4.19.90-2209.2.0
5.10.0-114.0.0
5.10.0-106.9.0
5.10.0-60.54.0
4.19.90-2209.1.0
5.10.0-113.0.0
5.10.0-60.53.0
5.10.0-106.8.0
4.19.90-2208.6.0
5.10.0-106.7.0
4.19.90-2208.5.0
5.10.0-112.0.0
5.10.0-106.6.0
5.10.0-60.52.0
5.10.0-60.51.0
5.10.0-106.3.1
4.19.90-2208.4.0
5.10.0-106.5.0
5.10.0-110.0.0
5.10.0-60.50.0
5.10.0-106.4.0
5.10.0-109.0.0
5.10.0-60.49.0
4.19.90-2208.3.0
4.19.90-2208.2.0
5.10.0-108.0.0
5.10.0-106.3.0
5.10.0-60.48.0
4.19.90-2208.1.0
5.10.0-106.2.0
5.10.0-107.0.0
5.10.0-60.47.0
4.19.90-2207.4.0
5.10.0-106.1.0
5.10.0-106.0.0
5.10.0-60.46.0
4.19.90-2207.3.0
5.10.0-105.0.0
5.10.0-60.45.0
5.10.0-60.44.0
5.10.0-104.0.0
5.10.0-103.0.0
5.10.0-60.43.0
4.19.90-2207.2.0
5.10.0-102.0.0
5.10.0-60.42.0
4.19.90-2207.1.0
5.10.0-101.0.0
5.10.0-60.41.0
5.10.0-100.0.0
4.19.90-2206.4.0
5.10.0-60.40.0
5.10.0-99.0.0
5.10.0-60.39.0
4.19.90-2206.3.0
5.10.0-98.0.0
5.10.0-60.38.0
4.19.90-2206.2.0
5.10.0-60.37.0
5.10.0-97.0.0
4.19.90-2206.1.0
5.10.0-60.36.0
5.10.0-96.0.0
4.19.90-2205.6.0
5.10.0-60.35.0
5.10.0-95.0.0
5.10.0-60.34.0
5.10.0-94.0.0
5.10.0-60.33.0
4.19.90-2205.5.0
5.10.0-93.0.0
5.10.0-60.32.0
5.10.0-92.0.0
5.10.0-91.0.0
5.10.0-60.31.0
5.10.0-90.0.0
5.10.0-60.30.0
4.19.90-2205.4.0
5.10.0-60.29.0
5.10.0-89.0.0
5.10.0-88.0.0
5.10.0-60.28.0
4.19.90-2205.3.0
4.19.90-2205.2.0
4.19.90-2205.1.0
5.10.0-87.0.0
5.10.0-86.0.0
5.10.0-60.27.0
5.10.0-60.26.0
5.10.0-85.0.0
5.10.0-60.25.0
5.10.0-60.24.0
5.10.0-84.0.0
4.19.90-2204.4.0
5.10.0-60.23.0
5.10.0-83.0.0
5.10.0-82.0.0
5.10.0-60.22.0
5.10.0-81.0.0
5.10.0-60.21.0
4.19.90-2204.3.0
5.10.0-80.0.0
5.10.0-60.20.0
5.10.0-60.19.0
4.19.90-2204.2.0
5.10.0-79.0.0
4.19.90-2204.1.0
4.19.90-2203.5.0
5.10.0-78.0.0
5.10.0-77.0.0
5.10.0-60.18.0
5.10.0-60.17.0
5.10.0-60.16.0
5.10.0-76.0.0
4.19.90-2203.4.0
5.10.0-75.0.0
5.10.0-60.15.0
5.10.0-74.0.0
5.10.0-60.14.0
5.10.0-73.0.0
5.10.0-60.13.0
5.10.0-60.12.0
5.10.0-72.0.0
5.10.0-60.11.0
5.10.0-71.0.0
5.10.0-70.0.0
5.10.0-60.10.0
4.19.90-2203.3.0
5.10.0-69.0.0
5.10.0-68.0.0
5.10.0-60.9.0
5.10.0-60.8.0
5.10.0-60.7.0
5.10.0-67.0.0
5.10.0-5.10.1
5.10.0-5.12.0
5.10.0-66.0.0
5.10.0-60.6.0
5.10.0-65.0.0
5.10.0-60.5.0
5.10.0-60.4.0
5.10.0-63.0.0
5.10.0-60.3.0
4.19.90-2203.2.0
5.10.0-60.2.0
5.10.0-62.0.0
5.10.0-61.0.0
5.10.0-60.1.0
5.10.0-60.0.0
4.19.90-2203.1.0
5.10.0-59.0.0
5.10.0-58.0.0
5.10.0-57.0.0
4.19.90-2202.4.0
5.10.0-56.0.0
4.19.90-2202.3.0
5.10.0-55.0.0
5.10.0-54.0.0
4.19.90-2202.2.0
4.19.90-2202.1.0
5.10.0-53.0.0
5.10.0-52.0.0
5.10.0-51.0.0
5.10.0-50.0.0
5.10.0-49.0.0
5.10.0-48.0.0
5.10.0-47.0.0
5.10.0-46.0.0
5.10.0-45.0.0
4.19.90-2201.4.0
5.10.0-44.0.0
5.10.0-43.0.0
5.10.0-42.0.0
4.19.90-2201.3.0
5.10.0-41.0.0
5.10.0-40.0.0
5.10.0-39.0.0
4.19.90-2201.2.0
5.10.0-38.0.0
5.10.0-37.0.0
5.10.0-36.0.0
5.10.0-35.0.0
5.10.0-34.0.0
5.10.0-33.0.0
4.19.90-2201.1.0
5.10.0-32.0.0
5.10.0-31.0.0
5.10.0-30.0.0
4.19.90-2112.8.0
4.19.90-2112.7.0
5.10.0-29.0.0
4.19.90-2112.6.0
5.10.0-28.0.0
5.10.0-27.0.0
4.19.90-2112.5.0
4.19.90-2112.4.0
4.19.90-2112.3.0
5.10.0-26.0.0
4.19.90-2112.2.0
4.19.90-2112.1.0
5.10.0-25.0.0
5.10.0-24.0.0
5.10.0-23.0.0
4.19.90-2111.7.0
5.10.0-22.0.0
5.10.0-21.0.0
4.19.90-2111.6.0
5.10.0-20.0.0
4.19.90-2111.5.0
5.10.0-19.0.0
4.19.90-2111.4.0
5.10.0-18.0.0
5.10.0-17.0.0
4.19.90-2111.3.0
4.19.90-2111.2.0
4.19.208-2111.1.0
4.19.90-2111.1.0
5.10.0-16.0.0
5.10.0-4.25.0
4.19.90-2110.8.0
4.19.90-2110.7.0
5.10.0-15.0.0
5.10.0-4.24.0
5.10.0-14.0.0
4.19.90-2110.6.0
4.19.90-2110.5.0
4.19.90-2110.4.0
5.10.0-13.0.0
5.10.0-12.0.0
5.10.0-11.0.0
4.19.90-2110.3.0
5.10.0-10.0.0
4.19.90-2110.2.0
5.10.0-9.0.0
4.19.90-2110.1.0
5.10.0-8.0.0
5.10.0-5.11.0
4.19.90-2109.8.0
5.10.0-7.0.0
4.19.90-2109.7.0
4.19.90-2109.6.0
4.19.90-2109.5.0
5.10.0-5.10.0
4.19.90-2109.4.0
4.19.90-2109.3.0
4.19.90-2109.2.0
5.10.0-5.9.0
5.10.0-6.0.0
4.19.90-2109.1.0
4.19.90-2108.9.0
5.10.0-5.8.0
5.10.0-5.7.0
4.19.90-2108.8.0
4.19.90-2108.7.0
5.10.0-5.6.0
5.10.0-5.5.0
5.10.0-5.4.0
5.10.0-4.23.0
4.19.90-2108.6.0
4.19.90-2108.5.0
5.10.0-5.3.0
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v2.6.12-rc5
v2.6.12-rc6
v2.6.13-rc1
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kernel
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