| RECE, Laurentiu, Virgil FLORESCU, Arina MODREA, Victor JEFLEA, Marta HARNIČÁROVÁ, Jan VALÍČEK a Marian BORZAN. Optimization of the 2 1/2 d processing method of complex parts, through a predictive algorithm for controlling the geometric shape deviations resulting from processing. Mathematics. BASEL, SWITZERLAND: MDPI, 2020, roč. 8, č. 1, s. nestránkováno, 24 s. ISSN 2227-7390. doi:10.3390/math8010059. |
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@article{53021,
author = {Rece, Laurentiu and Florescu, Virgil and Modrea, Arina and Jeflea, Victor and Harničárová, Marta and Valíček, Jan and Borzan, Marian},
article_location = {BASEL, SWITZERLAND},
article_number = {1},
doi = {http://dx.doi.org/10.3390/math8010059},
keywords = {Control of the deviations of geometric forms; Manufacturing in 2 1/2 D; Manufacturing of complex surfaces; Mathematical model Mathematics; Numerical control; Optimal manufacturing},
language = {eng},
issn = {2227-7390},
journal = {Mathematics},
title = {Optimization of the 2 1/2 d processing method of complex parts, through a predictive algorithm for controlling the geometric shape deviations resulting from processing},
url = {https://www.mdpi.com/2227-7390/8/1/59},
volume = {8},
year = {2020}
}
TY - JOUR
ID - 53021
AU - Rece, Laurentiu - Florescu, Virgil - Modrea, Arina - Jeflea, Victor - Harničárová, Marta - Valíček, Jan - Borzan, Marian
PY - 2020
TI - Optimization of the 2 1/2 d processing method of complex parts, through a predictive algorithm for controlling the geometric shape deviations resulting from processing
JF - Mathematics
VL - 8
IS - 1
SP - nestránkováno
EP - nestránkováno
PB - MDPI
SN - 22277390
KW - Control of the deviations of geometric forms
KW - Manufacturing in 2 1/2 D
KW - Manufacturing of complex surfaces
KW - Mathematical model Mathematics
KW - Numerical control
KW - Optimal manufacturing
UR - https://www.mdpi.com/2227-7390/8/1/59
L2 - https://www.mdpi.com/2227-7390/8/1/59
N2 - This article intends to define a new methodology that allows the processing of complex surfaces in space through processing cycles, in parallel superposed planes-the variant known as generic processing in 2 1/2 D-but with predictable control over the deviation from the geometric form of the surface to be processed. The novel methodology consists of identifying the optimal distances between the working planes and the corresponding successive positions so that the deviations from the resulting geometric form fall within the prescribed limits. It is also envisaged that the method will provide facilities in terms of the possibilities for evaluation of deviations from the given form of the surface, and keeping them under control by the stage of elaboration of the numerical control programs. The new optimization is designed to determine the maximum distances between successive processing planes and their position in space, depending on the spatial shape of the surface to be processed. Thus, the aim is to obtain a small number of processing planes with a favorable effect on productivity, but under conditions that respect the tolerances of the surface or the profile, a restriction that otherwise has a negative effect on the same process.
ER -
RECE, Laurentiu, Virgil FLORESCU, Arina MODREA, Victor JEFLEA, Marta HARNIČÁROVÁ, Jan VALÍČEK a Marian BORZAN. Optimization of the 2 1/2 d processing method of complex parts, through a predictive algorithm for controlling the geometric shape deviations resulting from processing. \textit{Mathematics}. BASEL, SWITZERLAND: MDPI, 2020, roč.~8, č.~1, s.~nestránkováno, 24 s. ISSN~2227-7390. doi:10.3390/math8010059.
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