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Konstantin Mikhailovitch Pavlov

Researcher at University of New England (Australia)

Publications -  98
Citations -  1794

Konstantin Mikhailovitch Pavlov is an academic researcher from University of New England (Australia). The author has contributed to research in topics: Diffraction & Phase-contrast imaging. The author has an hindex of 20, co-authored 91 publications receiving 1618 citations. Previous affiliations of Konstantin Mikhailovitch Pavlov include Monash University, Clayton campus & Monash University.

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Imaging lung aeration and lung liquid clearance at birth

TL;DR: The first detailed observations and measurements of lung aeration are reported, demonstrating its dependence on inspiratory activity and body position; dependent regions aerated at much slower rates.
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Dynamic imaging of the lungs using x-ray phase contrast.

TL;DR: Preliminary results reported herein show that this novel x-ray imaging technique can identify and locate airway liquid and allows lung aeration in newborn rabbit pups to be dynamically visualized.
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Phase contrast X-ray imaging of mice and rabbit lungs : a comparative study

TL;DR: Compared analyser-based and propagation-based phase contrast imaging modalities, together with conventional radiographic imaging, to ascertain which technique shows the greatest image enhancement for various lung sizes, it was determined that analysers showed the greatest overall image contrast, however, for an adult rabbit both techniques yielded excellent contrast.
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Effect of interfacial bonding on the structural and vibrational properties of InAs/GaSb superlattices

TL;DR: High-resolution x-ray diffraction using one- and two-dimensional mapping of symmetric and asymmetric reflections allowed an independent determination of the individual layer widths within the SL stack, including the spatial extent of the GaAs-like IF mode.
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A non-iterative reconstruction method for direct and unambiguous coherent diffractive imaging.

TL;DR: A deterministic algorithm for coherent diffractive imaging (CDI) that employs a modified Fourier transform of a Fraunhofer diffraction pattern to quantitatively reconstruct the complex scalar wavefield at the exit surface of a sample of interest is developed.