Nejnovější publikace

  • 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).
    DOI: 10.1155/2014/704368.
  • 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).
    DOI:
  • 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).
    DOI: 10.1364/JOSAA.29.001071.
  • Hamarova, I; Horvath, P; Smid, P; Hrabovsky, M: Correlation properties of simulated speckle effect modified by a fractal, 8697 UNSP 86970A (2012).
    DOI: 10.1117/12.2007274.
  • 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).
    DOI:
  • 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).
    DOI: 10.1016/j.ijleo.2011.04.018.
  • Hamarova, I; Smid, P; Horvath, P; Hrabovsky, M: Computer simulation of the displacement of the speckle field due to 2D translation of the object and its evaluation by speckle correlation method, , 91 - 95 (2011).
    DOI:
  • Hamarova, I; Horvath, P; Smid, P; Hrabovsky, M: Computer simulation of the speckle field propagation, 7746 77460M (2010).
    DOI: 10.1117/12.881578.
  • Horvath, P; Smid, P; Vaskova, I; Hrabovsky, M: Koch fractals in physical optics and their Fraunhofer diffraction patterns, Optik 121 (2) , 206 - 213 (2010).
    DOI: 10.1016/j.ijleo.2008.06.010.
  • Horvath, P; Smid, P; Hrabovsky, M; Hamarova, I: Optical Sensor for Measurement of an Object In-plane Translation and Rotation by Speckle Correlation Method, , 95 - 100 (2010).
    DOI:
  • Smid, P; Horvath, P; Hrabovsky, M: Speckle correlation method used to measure object's in-plane velocity, Appl. Optics 46 (18) , 3709 - 3715 (2007).
    DOI: 10.1364/AO.46.003709.
  • Horvath, P; Smid, P; Hrabovsky, M; Neumannova, P: Measurement of deformation by means of correlation of speckle fields, Exp. Mech. 46 (6) , 713 - 723 (2006).
    DOI: 10.1007/s11340-006-9476-8.
  • Smid, P; Horvath, P; Hrabovsky, M: Speckle correlation method used to detect an object's surface slope, Appl. Optics 45 (27) , 6932 - 6939 (2006).
    DOI: 10.1364/AO.45.006932.
  • Horvath, P; Smid, P; Wagnerova, P; Hrabovsky, M: Usage of a speckle correlation for object surface topography, 6034 603421 (2006).
    DOI: 10.1117/12.668177.
  • Smid, P; Horvath, P; Neumannova, P; Hrabovsky, M: The use of speckle correlation for measurement of object velocity, 6341 UNSP 634131 (2006).
    DOI: 10.1117/12.696002.
  • Smid, P; Horvath, P; Wagnerova, P; Hrabovsky, M: Object surface topography by means of a speckle correlation, 5856 , 640 - 645 (2005).
    DOI: 10.1117/12.618634.
  • Horvath, P; Hrabovsky, M; Smid, P: Full theory of speckle displacement and decorrelation in the image field by wave and geometrical descriptions and its application in mechanics, J. Mod. Opt. 51 (5) , 725 - 742 (2004).
    DOI: 10.1080/09500340310001637990.
  • Horvath, P; Hrabovsky, M; Smid, P: Application of speckle decorrelation method for small translation measurements, Opt. Appl. 34 (2) , 203 - 218 (2004).
    DOI:
  • Horvath, P; Hrabovsky, M; Smid, P: Application of speckle decorrelation method for small translation measurements, 5259 , 150 - 159 (2003).
    DOI: 10.1117/12.545115.
  • Horvath, P; Hrabovsky, M; Smid, P: The usage of a-speckle decorrelation for measurements in mechanics, 4829 , 602 - 603 (2003).
    DOI: 10.1117/12.527089.

Stránky