4th International Conference on Advanced Engineering and Technology | |
Mathematical modeling of a process the rolling delivery | |
Stepanov, Mikhail A.^1 ; Korolev, Andrey A.^1 | |
Moscow State University of Civil Engineering Postgraduate Stud., Moscow State University of Civil Engineering, Russia^1 | |
关键词: Applied science; Basic principles; Compressed fluids; Conservation of energy; Lagrange's equation; Mechanical systems; Scientific discipline; Scientific researches; | |
Others : https://iopscience.iop.org/article/10.1088/1757-899X/317/1/012019/pdf DOI : 10.1088/1757-899X/317/1/012019 |
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来源: IOP | |
【 摘 要 】
An adduced analysis of the scientific researches in a domain of the rolling equipments, also research of properties the working material. A one of perspective direction of scientific research this is mathematical modeling. That is broadly used in many scientific disciplines and especially at the technical, applied sciences. With the aid of mathematical modeling it can be study of physical properties of the researching objects and systems. A research of the rolling delivery and transporting devices realized with the aid of a construction of mathematical model of appropriate process. To be described the basic principles and conditions of a construction of mathematical models of the real objects. For example to be consider a construction of mathematical model the rolling delivery device. For a construction that is model used system of the equations, which consist of: Lagrange's equation of a motion, describing of the law conservation of energy of a mechanical system, and the Navier - Stokes equations, which characterize of the flow of a continuous non-compressed fluid. A construction of mathematical model the rolling deliver to let determined of a total energy of device, and therefore to got the dependence upon the power of drive to a gap between of rolls. A corroborate the hypothesis about laminar the flow of a material into the rolling gap of deliver.
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