stručni rad
The research has been performed based on the empirical method by way of using a developed model to define patterns printed on substrate in order to describe reproduction in halftone imaging. The developed model is the expanded Murray-Davies equation derived from Yule-Nielson model. The expanded equation model contains two empirically obtained parameters „ w“ and „ v“ . This developed model describes the mean reflectance (R) along with the dot area fraction (Fi) and experimental data obtained from microscope images. Parameter „ n“ in Yule-Nielson model is defined by way of fitting “ n” parameter while comparing R and Fi data. In the case of developed model, the parameters „ w“ and „ v“ are defined based on the microscope image data. This paper contains analyses of the implemented part of the expanded Murray-Davies model on transparent substrate. The transparent substrate was printed with flexographic printing technique using the solvent based ink and UV ink.
expanded Murray-Davies equation; solvent based ink; UV ink; flexographic printing technique; transparent substrate
Razvojem virtualizacijskih tehnologija raste kompleksnost IT sustava, dok korisnici istovremeno zahtijevaju brži pristup resursima, napredne integracije i jednostavnost korištenja. Jedno od ključnih rješenja za ove izazove primjena je…
Ovaj rad istražuje i uspoređuje mogućnosti prosljeđivanja grafičkih kartica na Hyper-V i KVM hipervizorima prema virtualnim strojevima, detaljno opisujući metode, postupke i razlike u arhitekturi koje utječu na…
The ever-growing usage and adaptation of HTTP/3 in web traffic leverages Quick UDP Internet Connections (QUIC) as a transport protocol. QUIC is widely recognized for reduced latency, enhanced…