24%
26.01.2012
32KB < < 128KB
64
128KB < < 256KB
0
256KB < < 512KB
2
512KB < < 1MB
3
1MB < < 10MB
87
10MB < < 100MB
0
100MB < < 1GB
24%
15.02.2012
32KB < < 128KB
64
128KB < < 256KB
0
256KB < < 512KB
2
512KB < < 1MB
3
1MB < < 10MB
87
10MB < < 100MB
0
100MB < < 1GB
23%
28.11.2022
and offering a cornucopia of features. For Yoga, the developers have focused on bug and error hunting, expanding their internal testing program and eliminating various bugs. IPv4 and IPv6, distributed name ... The unprecedented hype surrounding OpenStack 10 years ago changed to disillusionment, which has nevertheless had a positive effect: OpenStack is still evolving and is now mainly deployed where
23%
02.08.2021
.1 GB, 1.0 GiB) copied, 0.868222 s, 1.2 GB/s
Finally, type
$ sudo nvme disconnect -d /dev/nvme1n1
which will disconnect the NVMe target volume.
Conclusion
At times, it might be necessary to process
23%
16.03.2021
RAID Status
cat /proc/mdstat
Personalities : [linear] [multipath] [raid0] [raid1] [raid6] [raid5] [raid4] [raid10]
md0 : active raid1 sdd1[1] sdc1[0]
244065408 blocks super 1.2 [2/2] [UU
23%
30.01.2020
]
test: (groupid=0, jobs=1): err= 0: pid=1225: Sat Oct 12 19:20:18 2019
write: IOPS=168k, BW=655MiB/s (687MB/s)(10.0GiB/15634msec); 0 zone resets
[ ... ]
Run status group 0 (all jobs):
WRITE: bw=655Mi
22%
21.01.2020
/proc/mdstat
Personalities : [linear] [multipath] [raid0] [raid1] [raid6] [raid5] [raid4] [raid10]
md0 : active raid5 sdd1[5] sde1[4] sdc1[2] sdb1[1] nvme0n1p1[0](J)
20508171264 blocks super 1.2 level 5, 512k
22%
25.03.2020
] [raid6] [raid5] [raid4] [raid10]
md0 : active raid5 sdd1[5] sde1[4] sdc1[2] sdb1[1] nvme0n1p1[0](J)
20508171264 blocks super 1.2 level 5, 512k chunk, algorithm 2 [4/3] [UU
22%
19.11.2019
Jobs: 1 (f=1): [w(1)][100.0%][w=654MiB/s][w=167k IOPS][eta 00m:00s]
test: (groupid=0, jobs=1): err= 0: pid=1225: Sat Oct 12 19:20:18 2019
write: IOPS=168k, BW=655MiB/s (687MB/s)(10.0GiB/15634msec); 0
22%
11.05.2021
, elapsed Time = %9.6f, GFlops = %9.6f ", ...
N, elapsedTime, gFlops) );
endfor
Listing 2: Double-Precision Square Matrix Multiply
# Example DGEMM
for N = [2, 4, 8, 16
