Nejnovější publikace

  • Horváth, P; Smíd, P; Nozková, V; Pechník, J: Non-invasive optical technique based on speckle phenomenon for application in plant stress physiology, Opt. Lasers Eng. 172 107870 (2024).
  • Kmec, J; Pavlicek, P; Smid, P: Optical noncontact method to detect amplitude defects of polymeric objects, Polym. Test 116 107802 (2022).
  • Smid, P; Pavlicek, P; Kmec, J: Detection of decorative phase defects on a polymeric non-planar object, Polym. Test 109 107558 (2022).
  • Smid, P; Havranek, V; Ivanov, G: Detection of visual defects on rotationally symmetric objects, J. Opt. Soc. Am. A-Opt. Image Sci. Vis. 37 (10) , 1583 - 1594 (2020).
  • Malacari, M; Farmer, J; Fujii, T; Albury, J; Bellido, JA; Chytka, L; Hamal, P; Horvath, P; Hrabovsky, M; Mandat, D; Matthews, JN; Nozka, L; Palatka, M; Pech, M; Privitera, P; Schovanek, P; Smida, R; Thomas, SB; Travnicek, P: The first full-scale prototypes of the fluorescence detector array of single-pixel telescopes, Astropart Phys. 119 102430 (2020).
  • Nozkova, V; Smid, P; Horvath, P; Hrabovsky, M; Ilik, P: Non-invasive monitoring of hydraulic surge propagation in a wounded tobacco plant, Plant Methods 14 38 (2018).
  • Stanke, L; Thakur, A; Smid, M; Gu, YJ; Falk, K: Optical simulations of laser focusing for optimization of laser betatron, J. Instrum. 12 P05004 (2017).
  • Hamarova, I; Smid, P; Horvath, P: Design of a model for shape from focus method, Chin. Opt. 9 (4) , 439 - 451 (2016).
  • Hamarova, I; Horvath, P; Smid, P; Hrabovsky, M: A new approach for determination of a mean speckle size in simulated speckle pattern, Measurement 88 , 271 - 277 (2016).
  • Hamarova, I; Smid, P; Horvath, P: Simulation of the Shape from focus method using polychromatic point spread function, 10142 UNSP 101421H (2016).
  • Stanke, L; Smid, P; Horvath, P: ESPI correlogram analysis by two stage application of wavelet transform with use of intensity thresholding, Optik 126 (07.srp) , 865 - 870 (2015).
  • Olejnicek, J; Smid, J; Cada, M; Kment, S; Churpita, O; Ksirova, P; Brunclikova, M; Adamek, P; Kohout, M; Valvoda, V; Chvostova, D; Zlamal, M; Hubicka, Z: ZnO thin films prepared by surfatron produced discharge, Catal. Today 230 , 119 - 124 (2014).
  • Hamarova, I; Smid, P; Horvath, P; Hrabovsky, M: Methods for Determination of Mean Speckle Size in Simulated Speckle Pattern, Meas. Sci. Rev. 14 (3) , 177 - 182 (2014).
  • Hamarova, I; Smid, P; Horvath, P; Hrabovsky, M: A Simulation Analysis of an Extension of One-Dimensional Speckle Correlation Method for Detection of General In-Plane Translation, Sci. World J. 704368 (2014).
  • Pavlicek, P; Smid, P; Hausler, G: Two Wavelength Interferometry, , 303 - 310 (2013).
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  • Stanke, L; Horvath, P; Smid, P; Hrabovsky, M: The Use of 1-bit Numerical Correlation in the Measurement of an Object's Translation by Speckle Correlation, , 391 - 399 (2013).
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  • Smid, P; Horvath, P: Fresnel diffraction at an opaque strip expressed by means of asymptotic representations of Fresnel integrals, J. Opt. Soc. Am. A-Opt. Image Sci. Vis. 29 (6) , 1071 - 1077 (2012).
  • Hamarova, I; Horvath, P; Smid, P; Hrabovsky, M: Correlation properties of simulated speckle effect modified by a fractal, 8697 UNSP 86970A (2012).
  • Horvath, P; Smid, P; Hrabovsky, M; Hamarova, I: AN OPTICAL SENSOR FOR LOCAL STRAIN MEASURING OF AN OBJECT BY MEANS OF A SPECKLE CORRELATION METHOD, Chem. Listy 106 , S425 - S427 (2012).
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  • Hamarova, I; Horvath, P; Smid, P; Hrabovsky, M: The simulation of the origin and propagation of speckle field generated through a plane wave and Gaussian beam and its verification by speckle correlation method, Optik 123 (5) , 404 - 408 (2012).

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