id: 30500
Назва: Indicators of reproducibility and suitability for assessing the quality of production services
Автори: Vasilevskyi O., Koval M., Kravets S.
Ключові слова: Quality assessment; product quality; quality of manufacturing services; suitability index; reproducibility index; probability of defective product, production process
Дата публікації: 2022-01-25 00:15:15
Останні зміни: 2022-01-25 00:15:15
Рік видання: 2021
Аннотація: A technique is proposed for estimating the probability of the possible appearance of defective products or the inconsistency of the production service on the basis of indexes of suitability and reproducibility of the production process. The index of reproduction is recommended to be calculated on the basis of the standard deviation, which can be established by the average span of the control map and the limits of the tolerance field. At the same time, the production process must necessarily be in a state of statistical controllability. The suitability index cannot be calculated on the basis of the control card characteristics, but it is evaluated solely on the basis of the total of the standard deviation, which is calculated by the Bessel formula and the tolerance limits. The production process does not need to be statistically controllable. Conclusions on the suitability or insufficiency of the products (production services) are based on the value of the indexes of reproduction and suitability, which can take values less than or greater than one. On the basis of these indexes of obtained values, the probability of production appearance or characteristics of the production process, that does not match the established requirements, is established.
URI: http://socrates.vsau.edu.ua/repository/getfile.php/30500.pdf
Тип виданя: Статті Scopus
Видавництво: ACTA IMEKO: the e-journal of the International Measurement Confederation (IMEKO). 2021. Vol. 10. № 4. P. 54-61.
Розташовується в колекціях :
Ким внесений: Адміністратор
Файл : 30500.pdf Розмір : 1678836 байт Формат : Adobe PDF Доступ : Загально доступний

Збільшити

Система "Сократ"  |   Офіційний сайт Copyright © 2013, математика Є.А.Паламарчук, дизайн Р.О.Яцковська