Розробка математичної моделі процесу мийки шламів абразивної обробки металів в миючому розчині

Journal Title: Математичне моделювання - Year 2016, Vol 1, Issue 2

Abstract

DEVELOPMENT OF MATHEMATICAL MODEL OF SLUDGE CLEANING PROCESS 0F ABRASIVE METAL TREATMENT IN THE CLEANING SOLUTION Vernyhora V.D. Abstract At present engineering companies have huge problems with waste sludge obtained after components grinding. Thousands tons of them are produced every month. They are not utilized and are taken for special storage, but they worsen environmental safety. The composition of this sludge is a mixture of crushed chips, abrasive, technical oil, coolants, dust and so on. Percentage of crushed metal chips in sludge abrasive processing of metals is 60 - 80%. Sludge processing of abrasive metal treatment is reasonable and economically beneficial when global prices for raw materials and the development of powder metallurgy are rising, as well as in order to decrease an amount of sludge accumulation of abrasive metal processing and level of pollution. The authors [1] developed a process and a comprehensive system of equipment for removing metallic particles from the sludge of abrasive metal treatment. The research of sludge cleaning process of abrasive metal treatment has been made [2]. As a result of the experimental data obtained, the most effective time of sludge cleaning process (   180  540sec. ) of abrasive metal treatment, when maximum number of oil I-20 passes into the cleaning solution "Labomid", has been defined. Mathematical model of sludge cleaning process of abrasive metal treatment in the cleaning solution "Labomid" has been developed. In mathematical formulation of the problem as a variable the following factors were taken: Ср - concentration of cleaning solution (kg / m3); T - temperature of cleaning solution (оC);  - time of sludge cleaning (sec.). Experimental planning technology is used to develop a mathematical model of the number of pollution G  f Cp,T,  (kg), which is transferred from the sludge abrasive processing of metals in cleaning solution of the above factors used. Composite rotatable plan of the second order for three factors has been realized for response function as a degree second-order polynomial. A mathematical model is represented by the following formula: G  108,03  0,824Cp  0,42T  0,0083  0,0185CpT  0,0001T  0,0084C 2   0,0031T 2  0,0000092 2. The mathematical model of the cleaning sludge process of abrasive metal treatment in the cleaning solution allows to determine the amount of oil that goes into cleaning solution for set-up time limits of cleaning. This will optimize the cleaning process and minimize the overall dimensions (length) of cleaning equipment trough for sludge processing of abrasive metal treatment. References [1] Vernyhora V.D.Metal Particles Removing from the Abrasive Sludge Metal Treatment/ V.D.Vernyhora, A.N.Korobochka // Mineral Processing: Scientific.-tehn. col. – 2008. – Ed. 32 (73). – P.26-32. [2] V.D.Vernyhora The Study of Solids Sludge Cleaning Process Abrasive Metal Treatment/ V.D.Vernyhora // Mechanization of Production Processes in Fishery, Industrial and Agricultural Enterprises. Coll. scientific.work.KGMTU. – Kerch: 2008. Vol. 9. – S.137-140. [3] VernyhoraV.D. Research of Cleaning Processing of Metal Sludge / V.D.Vernyhora, A.N. Korobochka // “Mathematical modeling". Matematical Models and Algorithms: Scientific journal. – Dnіprodzerzhinsk: DDTU .- 2015. Ed. 1(32). – P. 52 – 56. [4] Spiridonov A.A. An Experiment in the Study Processes / A.A.Spiridonov // – M .: Engineering, 1981. – 184 p. [5] Blokhin V.G. Modern Experiment Preparation, Conduction, Results,Analysis / V.G.Blokhin, O.P.Gludkin, A.I. Gurov M.L.Hanin; Ed. O.P.Gludkina // - M .: Radio and Communications, 1997. - 232 p .

Authors and Affiliations

В. Д. Вернигора

Keywords

Related Articles

Многомоментные потоковые модели производственной линии

MULTI-MOMENTS FLOW MODEL PRODUCTION LINE Pihnastyi O.M. Abstract The analysis of the system of balance equations for flow parameters of the production line is presented. The class of solutions of the system of balance...

МАТЕМАТИЧНА МОДЕЛЬ ФОРМУВАННЯ ГАЗОМЕТАЛЕВОГО ПОТОКУ У СТАЛЕВИПУСКНОМУ КАНАЛІ КОНВЕРТЕРА

MATHEMATICAL MODEL OF FORMING GAS-METALLIC FLOW IN STEEL-TAPPING CHANNEL OF THE CONVERTER Pohvalityi A.A., Sigarev E.M., Chubin K.I., Poletaev V.P., Pohvalita O.V. Abstract For obtaining steels responsible destination...

Mathematical modeling of gyroscope dynamicsbased on quaternion

МАТЕМАТИЧНЕ МОДЕЛЮВАННЯ ДИНАМІКИ ГІРОСКОПУ НА ОСНОВІ КВАТЕРНІОНА Красніков К.С. Реферат Автор статті розглядає проблему виродження кутів сферичної системи координат, що спричиняє нереалістичну поведінку дроту у металур...

МАТЕМАТИЧНА МОДЕЛЬ ВИЗНАЧЕННЯ КОНЦЕНТРАЦІЇ ЧАДНОГО ГАЗУ В ВИХЛОПНИХ ГАЗАХ АВТОМОБІЛІВ

MATHEMATICAL MODEL OF DETERMINATION OF CONCENTRATION OF CARBON GAS IN EXHAUST GASES OF AUTOMOBILES Averyanov V.S., Shmatko D.Z., Sasov O.O., Kochneva O.V. Abstract Cars are moved by means of a power unit - an internal c...

THE FORMATION OF ALUMINOTITANIZED COATINGS ON COPPER ALLOYS UNDER SELF-PROPAGATION HIGH-TEMPERATURE SYNTHESIS

OPTIMIZATION OF COMPOSITIONS OF MULTICOMPONENT PROTECTIVE COATINGS ON BROTHERS AND BRASSES OBTAINED IN THE CONDITIONS OF SELF-SPREADING HIGH-TEMPERATURE SYNTHESIS Kruglyak I.V., Kruglyak D.O., Sereda D.B. Abstract The r...

Download PDF file
  • EP ID EP277239
  • DOI -
  • Views 70
  • Downloads 0

How To Cite

В. Д. Вернигора (2016). Розробка математичної моделі процесу мийки шламів абразивної обробки металів в миючому розчині. Математичне моделювання, 1(2), 61-64. https://europub.co.uk/articles/-A-277239