Regulation of Requirements for Quality Indicators of Paint Covering

Abstract:

Article Preview

We adduce the information about methodology of decision-making on conformity of quality of the painted surface of building products and constructions to the established requirements. General methodology consists of obtaining, analyzing the facts on the normalized indicator and calculation and establishment of the norm.When calculating the allowed value of the adhesive strength can be determined for 3-σ deviation from mathematics expectation. The maximum permissible values of average-quadratic deviation should be determined by standard value coefficient of variation. Formulas are given for determining the permissible value of the coefficient of variation. The normative values of the coefficients of variation for some protective and decorative coatings are given

Info:

Periodical:

Edited by:

Dr. Denis Solovev

Pages:

20-24

Citation:

V. I. Loganina and O.V. Karpova, "Regulation of Requirements for Quality Indicators of Paint Covering", Materials Science Forum, Vol. 945, pp. 20-24, 2019

Online since:

February 2019

Export:

Price:

$41.00

* - Corresponding Author

[1] V.I. Loganina, A.A. Fedoseev, L.P. Orentlichher. Application of statistical methods of quality management of building materials: monograph. Moscow, publishing association of construction universities,(2004).

[2] V.I. Loganina, A.A. Fedoseev, A statistical approach to assessing the nature of the destruction of paint and varnish coatings. Paint and varnish materials and their application. 9(2002)11-13.

[3] V.I. Loganina, V.I. Mandrikov, V.V. Golubev, Statistical analysis of the roughness of varnished coatings of cement concrete,Varnish-and-varnish materials and their application .6 (2009) 49-51.

[4] Zhang, Yue-yi; Li, Li-xiang; Chen, Tai-yi Optimization of Taguchi's on-line quality feedback control system, Proceedings of the institution of mechanical engineers part b-journal of engineering manufacture. 231 - 12 (2017)2173-2183.

DOI: https://doi.org/10.1177/0954405415623484

[5] Khatsenko, Alexander; Gugelev, Alexander; Mashentseva, Galina; и др.,Statistical Analysis of the Problems Related to Centralization of Quality Management at Russian Enterprises. Quality-access to success. 18    159 (2017)54-57.

[6] M.I. Karyakina. Testing of paint and varnish materials and coatings. Moscow: Chemistry, (1988).

[7] A.D. Zimon. Adhesion of films and coatings. Moscow, Chemistry,(1977).

[8] The GOST R 50779.30 - 95 Statistical methods. Acceptance quality control. General requirements. Moscow, Publishing House of Standards, (1995).

[9] GOST R 50779.50 - 95 Statistical methods. Acceptance quality control by variables. General requirements. Moscow, Publishing House of Standards, (1995).

[10] E. Shindovsky, O.Shurts. Statistical methods of quality management. Moscow, The World, (1976).

[11] L.Nowler, J.Howell, D.Told, E.Coulmut, O. Moone, V.Nowler. Statistical methods of quality control of products. Moscow, Publishing house of Standards, (1989).

[12] Shiro Sakata. A Practical Guide to Quality Management. Translated from the 4th Japanese edition of S.I. Myshkin. Ed. V.I. Gostyaeva. Moscow, Mechanical Engineering, (1980).

[13] V.I. Loganina, A.A. Fedoseev, The law of probability distribution of trouble-free service of protective and decorative coatings. Paint and varnish materials and their application. 10 (2002) 12-14.

[14] Taddese, Fasil. Application of TQM for Innovation: An Exploratory Research of Japanese, Indian and Thailand Companies, International journal of innovation and technology management   1750020 (2017).

DOI: https://doi.org/10.1142/s0219877017500201

[15] N.Visveshwar; V.Vishal; V.Venkatesh, Application of Quality Tools in a Plastic Based Production Industry to achieve the Continuous Improvement Cycle, Quality-access to success. 18 - 157  ( 2017) 61-64.

[16] L.P. Orentlicher,V. I.Loganina, A.A. Fedoseev, Organization of statistical acceptance control of the quality of the painted surface of building products and structures, Industrial and civil construction.4 ( 2004) 37-38.

[17] Fang, Xinghua; Song, Mingshun; Chen, Yizeng Statistical Process Control for Unimodal Distribution Based on Maximum Entropy Distribution Approximation. ENTROPY    19 (2017).

DOI: https://doi.org/10.3390/e19080406

[18] A.A. Bogatyrev, Yu.D.Filippov. Standardization of statistical methods of quality management. Moscow, Publishing Standards, (1989).

[19] Lee, Hyunju; Cha, Ji Hwan, Reliability sampling plan for repairable items following general failure process and its statistical analysis, Statistics.   51 (2017)  1159-1178.

DOI: https://doi.org/10.1080/02331888.2017.1298599

[20] V.E. Gmurman. A guide to solving problems in probability theory and mathematical statistics . Moscow, Higher school, (1979).