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ScatLab 1.2
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Software developed to perform electromagnetic scattering simulations mainly based on classical Mie theory solution. ScatLab features: scattered intensity polar diagrams for coated and uncoated spherical particles; scattered intensity versus theta graphs for coated and uncoated spherical particles; scattered intensity versus radius graphs for homogeneous spherical particles; extinction, scattering and backscattering cross section graphs; angle depolarization graphs; near field imaging for homogeneous spherical particles; Lorentz and Drude dielectric function implementation for refractive index calculation; support for T-matrix method computations.
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Download (Size: 0.94 Mb)
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Multiscan Fast Image Processor 1.0
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Program offers an average histogram of selected image area. MFIP 1.0 features: serial processing of BMP, WMF or EMF format image files; change of the position and size of image area of the background; change of the position and size of image area of the target; target sample preview; automatic calculation of background and target image samples average histogram; export to ASCII code.
Download (Size: 0.21 Mb)
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SimuLink
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Program offers a set of functions for MathLab. SimuLink allows e.g. to simulate formation of nanoparticle aggregates such as high-coverage spherical shells of micro-spheres or 3-D micro-crystals grown during the evaporation of liquid droplet containing micro-spheres. Some other functions allow to find size evolution of evaporating water droplet.
Download (Size: 0.21 Mb)
For more information contact here...
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T-matrix Navigator
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Front-end application developed for fast navigation and analysis of T-matrix scattered intensity versus radius graphs for non-spherical particles calculated and stored in specially prepared database. Beta version of the program is not prepared for distribution.
For more information contact here...
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Trap Simulator
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Simple program created for modelling of potential and electric field inside Paul quadrupole trap. Beta version of the program is not prepared for distribution.
For more information contact here...
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