LabAdviser/314/Microscopy 314-307/SEM/Nova/Transmission Kikuchi diffraction: Difference between revisions
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= Orientation Imaging Microscopy = | = Orientation Imaging Microscopy = | ||
The necessity to obtain large data sets of crystal orientations and crystallographic | The necessity to obtain large data sets of crystal orientations and crystallographic phases in polycrystalline materials, the development of electron microscopy, together with the perfecting of automated Kikuchi pattern indexing, led in the last 20 years to the development of a powerful new form of microscopy, the so-called Orientation Imaging Microscopy (OIM). OIM generally refers to techniques for the reconstruction of micro- and nanostructures based on the spatially resolved measurement of individual crystal orientations and crystallographic phases. | ||
phases in polycrystalline materials, the development of electron | |||
microscopy, together with the perfecting of automated Kikuchi pattern indexing, | |||
led in the last 20 years to the development of a powerful new form | |||
of microscopy, the so-called Orientation Imaging Microscopy (OIM) | |||
OIM generally refers to techniques for the reconstruction of micro- and | |||
nanostructures based on the spatially resolved measurement of individual | |||
crystal orientations and crystallographic phases | |||
Electron diffraction techniques are particularly suited for such analysis because they allow (i) unambiguous orientation determination, (ii) orientation and phase determination | |||
for all crystal systems, (iii) high spatial resolutions and (iv) high automatization. OIM can be performed using both SEM and TEM instruments; a schematic representation of an OIM system inside a SEM is shown in Fig. 4. | |||
While a pole | In an OIM scan the beam is stepped across the sample surface in a regular grid. The user typically programs an array of positions, specifying the spatial range and step size of sampling points. At each point the Kikuchi pattern is captured and automatically indexed in real time and the orientation and other information recorded. The acquired OIM data are usually plotted in the form of an inverse pole figure (IPF) orientation map, an example of which is shown in Fig. 5. | ||
material within the sample reference system, an inverse pole | |||
<gallery widths="350px" heights="250px" perrow="2" halign="center"> image:Picture10.png|Fig. 3: the base with the micromanipulator mounted on it. | |||
the crystal system, in most cases the inverse pole | image:Picture25.png|Fig. 4: the micromanipulator mounted on the Nova NanoSEM door. </gallery> | ||
example it is a standard triangle in the case of cubic materials. Thus, IPF | |||
coloring of OIM data shows which crystal direction is parallel to the sample | While a pole figure represents a crystal direction or plane normal of a material within the sample reference system, an inverse pole figure displays a specific sample direction within the crystal system. Due to the symmetry of the crystal system, in most cases the inverse pole figure can be reduced, for example it is a standard triangle in the case of cubic materials. Thus, IPF coloring of OIM data shows which crystal direction is parallel to the sample direction to which the IPF is assigned to. Using the common color-code for | ||
direction to which the IPF is assigned to. Using the common color-code for | cubic materials, [100] points parallel to the assigned sample direction are colored red, [110] green and [111] blue, while mixtures of orientations are colored in mixed colors. | ||
cubic materials, [100] points parallel to the assigned sample direction are | |||
colored red, [110] green and [111] blue, while mixtures of orientations are | The first-developed and most popular SEM OIM technique is the electron backscatter diffraction (EBSD). In the TEM the main techniques used are the transmission Kikuchi pattern (TKP) technique, the small-angle convergent beam diffraction (SCBED) and the precession enhanced diffraction (PED) method. | ||
colored in mixed colors. | |||
The | |||
backscatter | |||
techniques used are the transmission Kikuchi pattern (TKP) technique, the | |||
small-angle convergent beam | |||
= On-axis Transmission Kikuchi diffraction = | = On-axis Transmission Kikuchi diffraction = | ||