The object of the research was to investigate the spectral properties of Rayleigh-type surface waves, generated by shot-hole explosions during seismic refraction experiments which were carried out in the area of the Bohemian Massif and West Carpathians. The records of displacement amplitudes were spectrally analyzed and prevailing frequency fp, relative Δfr and absolute widths of the spectra Δfa were chosen as essential parameters. Whilst the prevailing frequencies were recorded within the interval f ÷ 0.80 - 3.70 Hz at the site of the observations, situated on the territory of the Bohemian Massif, the respecti ve frequency range f ÷ 0.80 - 2.6 Hz was found in the West Carpathians. Some functional dependences of the spectral amplitude parameters on epicentral distance were observed and regularities of their decrease were defined. Moreover, the influence of local seismogeological conditions at the shot point as well as at the site of observation occurred., Karel Holub., and Obsahuje bibliografické odkazy
This article is focused on the surface assessment of some ground glasses grinded by means different sorts of abrasion dust. It determines amplitude roughness parameters of ground glass samples and related PSD functions. Measurements were done by means of mechanical inductive profilometer Form Talysurf Series 2 - both software and hardware gear for solid surface assessment of shape, waviness and roughness with extraordinary resolution. and Článek je zaměřen na zhodnocení stavu povrchu několika matnic vybroušených různými brusivy stanovením amplitudových parametrů drsnosti a PSD funkcí. Měření probíhala na přístroji Form Talysurf Series 2. Jedná se o indukční mechanický profilometr - hardwarový i softwarový nástroj pro detekci parametrů tvaru, vlnitosti a drsnosti povrchů pevných těles s mimořádnou rozlišovací schopností.
In this paper, a hybrid regularizers model for Poissonian image restoration is introduced. We study existence and uniqueness of minimizer for this model. To solve the resulting minimization problem, we employ the alternating minimization method with rigorous convergence guarantee. Numerical results demonstrate the efficiency and stability of the proposed method for suppressing Poisson noise.