Hmm… To me it seems more likely that  [1 - the cumulative height distribution] 
= the fraction
Because for an infinitesimal slab the occupied area equals all higher points….

Can you follow me on that?

Thanks 

On 11/09/2011, at 16.57, David Nečas (Yeti) wrote:

> On Sun, Sep 11, 2011 at 03:58:54PM +0200, Jakob A. S. Meyer wrote:
>> I'm analysis AFM data on some self-assaembled thin films. I've found
>> that different regions have different coverage by integrating height
>> distributions. Now I'd like to say if the different regions have the
>> same number of molecules and thus only the film thickness/homogeneity
>> varies. Or if there are actually different amounts of molecules in the
>> different regions. 
>> 
>> I'm thinking that if I divide the data into slaps along the vertical
>> axis and can get the occupied volume in each slap, that will do. But
>> how to do that?
> 
> IIUC what you want to do, the volume occupied by matter within each slab
> is
> 
>    slab-volume × fraction-occupied-by-material
> 
> The slab volume is simply the image area times slab thickness and the
> fraction equals to the cumulative height distribution
> 
>    
> http://gwyddion.net/documentation/user-guide-en/statistical-analysis.html#height-angle-distribution
> 
> caulculated by the statistical functions tool.
> 
> Hope it helps,
> 
> Yeti
> 
> 
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Using storage to extend the benefits of virtualization and iSCSI
Virtualization increases hardware utilization and delivers a new level of
agility. Learn what those decisions are and how to modernize your storage 
and backup environments for virtualization.
http://www.accelacomm.com/jaw/sfnl/114/51434361/
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