W monografii zaprezentowano metody korekcji ilościowej mikroanalizy rentgenowskiej cienkich warstw i układów wielowarstwowych o grubości od kilku nanometrów wzwyż.
Monografia dedykowana jest użytkownikom metody mikroanalizy rentgenowskiej, zwłaszcza tych dziedzin nauki i techniki, w których opracowuje się i wytwarza nowe materiały (inżynieria materiałowa, elektronika, optyka, fizyka, chemia). Może stanowić pomoc w badaniach praktycznych, związanych z kontrolą jakości materiałów i wyrobów oraz oceną ich degradacji, a także w kontroli zanieczyszczeń środowiska, geo- i kosmochemii, ekspertyzach sądowych itp. Stanowi również podręcznik dla studentów i doktorantów w dziedzinie inżynierii materiałowej, metalurgii, fizyki i chemii.
The
micro – analytical methods used to quantitatively determine the
chemical composition of microstructural elements of micron and sub –
micron dimensions, have a great and growing importance for
developments in may branches of science and technology, particularly
in fields where new materials are being developed and produced. The
chemical analysis of very small areas requires special
microanalytical methods and is difficult as the mass of the analyzed
sensitivity and very good not exceed 10-10
g. The methods must posses high analytical sensitivity and very good
resolution because it is not possible to remove the material to be
examined from matrix.
A major demand for the
analysis of sub-micron elements of micro-structure comes from the
materials engineering and metallurgy fields where the progress to
produce new materials with specific tailored properties. This
requires analysis of micro – areas such as precipitates, inclusions
and admixtures having dimensions from materials. It is often
necessary to determine the chemical composition of internal layers of
sub-micron thickness to determine the concentration gradient within
the phase, for example dendritic segregation, and determine the
diffusion processes taking place between separate phases.
Content
Index
of symbols
Introduction
Physical
basic of quantitative X-ray microanalysis
X-ray
excitation volume in material
Introduction
to correction methods
X-ray
microanalysis of phases bigger than X-ray excitation volume
Methods
based on models of electron scattering in sample
Atomic
number correction
X-ray
absorption correction
Fluorescence
corrections
Methods
based on φ (pz) function
Mixed
models methods
Specific
problems in microanalysis of elements emitting soft X-rays
X-ray
microanalysis of phase bigger than primary X-ray excitation volume
but smaller than secondary X-ray excitation one
Corrections
for fluorescence in the surrounding phase
Corrections
for fluorescence in the analyzed phase
X-ray
microanalysis of thin films deposited on solid substrates
Correction
methods used in quantitative X-ray microanalysis of thin layers
Calibration
methods
Monte
Carlo methods
Methods
based on φ (pz) function
Methods
based on models of electron scattering in the material
Fluorescence
corrections
The
assessment of the correction methods used in the X-ray
microanalysis of thin layers
The
experimental procedure for the quantitative X- ray microanalysis of
thin coatings
X-ray
microanalysis of multilayered samples
Correction
methods used in quantitative X-ray microanalysis of multilayer
samples
Experimental
procedure of quantitative X-ray microanalysis of multilayer samples
X-ray
microanalysis of micro –areas located at interface
Correction
methods in X-ray microanalysis of micro – areas located in the
distance bigger than width of primary X-ray excitation zone
Corrections
for fluorescence in the adjoining phase
Corrections
for fluorescence in the analyzed phase
Correction
methods in X-ray microanalysis of micro – areas located in the
distance smaller than width of primary X-ray excitation zone
Determination
of the φ (pz) function
Determination
of the concentration of elements in micro – areas situated
at an interface
X-ray
microanalysis of small particles
X-ray
microanalysis of small particles
The
methods based on geometric modeling of the particle shape
Methods
based on measurement of signal to background ratio
Monte
Carlo methods applied to individual particles
Corrections
for fluorescence
The
X-ray microanalysis of small particles occur in matrix
Methods
based on estimation of matrix share in X – radiation excitation
volume
Methods
based on analyses conducted with various electrons beam diameters
Monte
Carlo methods
applied to particles within solid matrix
The
author’s method
Concluding
comments