This widget could not be displayed.
Operating System - HP-UX
1845517 Members
3392 Online
110244 Solutions
This widget could not be displayed.
This widget could not be displayed.
This widget could not be displayed.
This widget could not be displayed.
This widget could not be displayed.
This widget could not be displayed.
This widget could not be displayed.
New Discussion
This widget could not be displayed.
This widget could not be displayed.

Re: size of logical volume ??

 
SOLVED
Go to solution
David Willams
Super Advisor

size of logical volume ??

How will I find the size of the below VG/LV

VG Status available
Max LV 255
Cur LV 1
Open LV 1
Max PV 16
Cur PV 1
Act PV 1
Max PE per PV 20481
VGDA 2
PE Size (Mbytes) 4
Total PE 20480
Alloc PE 20480
Free PE 0
Total PVG 0
Total Spare PVs 0
Total Spare PVs in use 0
VG Version 1.0
VG Max Size 1310784m
VG Max Extents 327696
4 REPLIES 4
Torsten.
Acclaimed Contributor
Solution

Re: size of logical volume ??

Use "vgdisplay -v ..." and scroll down or use "lvdisplay -v ...".

Hope this helps!
Regards
Torsten.

__________________________________________________
There are only 10 types of people in the world -
those who understand binary, and those who don't.

__________________________________________________
No support by private messages. Please ask the forum!

If you feel this was helpful please click the KUDOS! thumb below!   
James R. Ferguson
Acclaimed Contributor

Re: size of logical volume ??

Hi David:

# 4 * 20480 = 81920 MB

...or PE_SIZE * Alloc_PE

Regards!

...JRF...
Raj D.
Honored Contributor

Re: size of logical volume ??

David,

> size of logical volume ??

- The output you given that is from vgdisplay. You will get the vgsize.
That is the vg size is : PEsize* Total PE = 4 * 20480 = 81920MB or 80GB.

- To find out the lv size, (As we can see there is only 1 lv for this vg ) .
Use # vgdisplay -v and see the LV name and Size. Multiply PE*4 = LV Size.


Cheers,
Raj.
" If u think u can , If u think u cannot , - You are always Right . "
David Willams
Super Advisor

Re: size of logical volume ??

thank you