Summary: | Fresh install will not boot under some circumstances | ||
---|---|---|---|
Product: | Base System | Reporter: | Ronald F. Guilmette <rfg-freebsd> |
Component: | misc | Assignee: | freebsd-bugs (Nobody) <bugs> |
Status: | New --- | ||
Severity: | Affects Some People | CC: | rgrimes |
Priority: | --- | ||
Version: | 12.0-RELEASE | ||
Hardware: | amd64 | ||
OS: | Any |
Description
Ronald F. Guilmette
2019-06-05 21:46:56 UTC
I do believe that you are correct in that this is only triggered by a manual partitioning operation. The other types of installs do in fact wipe out and write an new partition table. Can you go into some detail about what you did during the manual partition operations? I have had a couple experiences here, and I know from first hand experience that if you do not produce a valid setup things go very wrong in spectacular ways. I can only tell you what I *believe* I did, obviously, since I wasn't videoing myself as I did this. (Maybe I will next time! :-) I'm not sure that any of this info will help though, as I believe that I did all of the exact same manual partitioning actions the second time around, i.e. *after* I had *also* done: 1) gpart destroy -F ada0 2) dd if=/dev/zero of=/dev/ada0 bs=1M count=10 However on this second install attempt everything worked, no problem. Anyway, what I did, to the best of my recollection was this: I started out, of course, selecting GPT as the partitioning scheme. I created a 1 GiB / (root) partition... type freebsd-ufs of course. I created a 16 GiB swap partition (freebsd-swap). The rest is as you can see here, which is the "df -k" output from my (now running) system: /dev/ada0p2 1014940 231756 701992 25% / devfs 1 1 0 100% /dev /dev/ada0p4 3044988 1174092 1627300 42% /var /dev/ada0p5 2031132 16444 1852200 1% /var/ftp /dev/ada0p6 1015324 392428 541672 42% /tmp /dev/ada0p7 16233660 8574620 6360348 57% /usr /dev/ada0p8 32487548 22888624 6999924 77% /home /dev/ada0p9 400156276 258842812 109300964 70% /v /dev/ada0p10 473796804 32808 435860252 0% /w procfs 4 4 0 100% /proc I hope and trust that this answers your question. |