Magnetic force microscopy (MFM) is a variety of atomic force microscopy,
where a sharp magnetized tip scans a magnetic sample; the tip-sample
magnetic interactions are detected and used to reconstruct the magnetic
structure of the sample surface.
In this work, we have used Dynamic (AC) noncontact
AFM (NC-AFM) mode. A mode which provide micrographs for
topography, oscillation amplitude changes and phase shift. Using the
autocorrelation Operator, we studied the anisotropy and periodicity in
magnetization distributions in different generations of floppy disks.
In this paper we present a study of ZnS thin films thermally deposited on
glass substrates, with different optical thicknesses. On topography micrographs
and feature parameters obtained by Atomic Force Microscope, we pursued the
islands formation
and growing in ZnS thin films even on the same optical
thickness of the film. For doing so, we analyzed the micrographs surface, using
Watershed Segmentation and Wolf pruning that allow the detection of
significant features on surfaces, Grain sorting operator and Parameter
Distribution Study.
We present in this paper a graphical study of regions of thermally deposited
ZnS thin films on glass by atomic force microscope (AFM). This study consists
of volume parameters and functional parameters of these films surfaces for the
object of inv
estigating the possibility to retain fluids by these films. For doing
so, we registered Abbott-Firestone curves that are based on height distribution
for these films, we measured volume and functional parameters in the whole
pores. Using the thresholding operator we followed parameters distribution in
depth of the surface. At the end we compared these parameters by the results of
another study based on slice selection at different levels.
AFM has been used to get microscopic information of the surface structure
and to plot topographies representing the surface relief. AFM technique can be
used to visualize the surface relief, specify the growth of thin films, and
determine Height parameters.
الخشونة
التموج
جذر متوسط مربع الارتفاعات
العزم الإحصائي الثالث
الانحراف عن التناظر
العزم الإحصائي الرابع
وصف التفلطح
المتوسط الحسابي للارتفاعات
كثافة القمم
المتوسط الحسابي لانحناءات القمم
(Roughness (R
(Waviness (W
(Root Mean Square height (RMS
Surface Skewness
Surface Kurtosis
Arithmetical mean height
Density of peaks and Arithmetic mean peak curvature
المزيد..