Article

Determination of paper filler Z-distribution by low-vacuum SEM and EDX.

LGECO-GLISS, Institut National des Sciences Appliquées de Strasbourg, 24 boulevard de la Victoire, 67 084, Strasbourg Cedex, France.
Journal of Microscopy (impact factor: 1.63). 02/2008; 229(Pt 1):44-59. DOI:10.1111/j.1365-2818.2007.01864.x pp.44-59
Source: PubMed

ABSTRACT Paper, mainly constituted of cellulose fibres, often contains mineral fillers. These fillers increase some of the properties of the paper (whiteness, printability, etc.) and are cheaper than the cellulose fibres. Nevertheless, the fillers reduce the mechanical properties of the sheet. Paper presents an anisotropy corresponding to three main directions. This anisotropy characterises the sheet mechanical properties, structure and filler distribution. Analyses of the cross section of the paper sheet with a low-vacuum scanning electron microscope with an energy dispersive spectrometer analysis module can show this distribution. The procedure developed consists in analysing discrete profiles to build the mean profile known as filler Z-distribution for each of the fillers. To develop this method, problems such as determination of the surface points, the number of points to analyse to define a cross section profile and the time required for the test, have been solved. Paper is sensitive to electron irradiation. In order to avoid deterioration of the material and to obtain satisfactory results, the time span for analyses is restricted to 40 s with a 12 kV electron beam accelerating voltage. Monte Carlo simulations are used to determine the diffusion cloud size and thus to determine the number of points that constitute a profile. The samples are gold sputtered and, with the aid of backscattered imaging, the coated surface allows determination of the sample surface points.

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Keywords

12 kV electron beam
 
analysing discrete profiles
 
anisotropy characterises
 
cross section profile
 
diffusion cloud size
 
energy dispersive spectrometer analysis module
 
filler distribution
 
filler Z-distribution
 
fillers
 
fillers increase
 
low-vacuum scanning electron microscope
 
main directions
 
mechanical properties
 
mineral fillers
 
Monte Carlo simulations
 
paper sheet
 
sample surface points
 
satisfactory results
 
sheet mechanical properties
 
time span
 

S. Roux