The numbers of cylinders (column 2) that can be represented by the number of 
bits in column 1 are correct from 7 to 14 bits, but the table has slightly 
wrong values from 15 bits and higher.  And 7 of the values are odd numbers, 
which can never happen. 


Bill Fairchild 
Franklin, TN 


----- Original Message -----
From: "Mike Schwab" <mike.a.sch...@gmail.com> 
To: IBM-MAIN@LISTSERV.UA.EDU 
Sent: Tuesday, June 11, 2013 6:04:57 PM 
Subject: Re: Data volumes 

On Tue, Jun 11, 2013 at 8:30 AM, Pew, Curtis G 
<curtis....@austin.utexas.edu> wrote: 
> On Jun 11, 2013, at 8:18 AM, Paul Gilmartin <paulgboul...@aim.com> 
>  wrote: 
> 
>> 2**18 + 2**9  + 12.  A peculiar number.  I wonder how they chose 
>> that? 
> 
> For what it's worth, that's 236 * 1113, the latter being the size of a 3390 
> mod 1. I don't know why they went with 236 (2**2 * 59) though. 
> 
> -- 
> Curtis Pew (c....@its.utexas.edu) 

Highest multiple of 1113 that is under 2 ** 18 (using 18 bits of the 
x'ccccCCChrr' field (is c'CCHHR' for non-EAV volumes.) 
Here is a list of OS/360 to z/OS x.xx volumes by number of bits used 
for number of cylinders. 

http://www.hercules-390.eu/hercload.html 
Bits        Cyls                        Model        GB                
3390-Model/ Bits used        First used 
7        128                        0.1150        0.109                M0.11 
B07 
8        256                        0.2300        0.218                M0.21 
B08                        23## (OS/360) 
9        512                        0.4600        0.435                M0.46 
B09                        3330-1 
10        1,024                0.9200        0.870                M0.92 B10     
                   3330-11 
11        2,048                1.8401        1.741                M1.84 B11     
                   3380-2 
12        4,096                3.6801        3.481                M3.68 B12     
                   3380-3 
13        8,192                7.3603        6.963                M7.36 B13     
            
14        16,384                14.7206        13.926                M14.7 B14  
                      3390-9 12/1993 
15        32,760                29.4340        27.845                M29.4 B15  
               3390-27 OS/390 V2.10 
16        65,520                58.8679        55.689                M58.8 B16  
               3390-54 OS/390 V2.10 
17        130,221                117.0000        110.682                M0117 
B17 EAV1         
18        261,555                235.                222.310                
M0235 B18 EAV2        3390-EAV 2bits z/OS V1.10 
19        524,223                471.                445.566                
M0471 B19 EAV3         
20        1,048,446                942.                891.132                
M0942 B20 EAV4        3390-EAV 4bits z/OS V1.13 
21        2,096,892                1,884.        1,782.264                M1884 
B21 EAV5        (future) 
22        4,193,784                3,768.        3,564.528                M3768 
B22 EAV6        3390-EAV 6 bits z/OS V2.0x 
23        8,387,568                7,536.        7,129.056                M7536 
B23 EAV7         
24        16,776,249        15,073.        14,259.058        M15073 B24 EAV8    
    3390-EAV 8 bits z/OS V2.1x 
25        33,553,611        30,147.        28,519.062        M28519 B25 EAV9    
     
26        67,108,335        60,295.        57,039.070        M60295 B26 EAV10   
     3390-EAV 10 bits z/OS V3.0x 
27        134,216,670        120,590.        114,078.140        M120590 B27 
EAV11         
28        268,434,453        241,181.        228,157.226        M228158 B28 
EAV12        3390-EAV 12 bits 
z/OS V3.1x 

-- 
Mike A Schwab, Springfield IL USA 
Where do Forest Rangers go to get away from it all? 

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