Research of organizational and technological features of construction using modeling

Abstract

The article deals with the organizational and technological features of construction. Methods of optimization of values to the required level are considered. Recommendations are given on making changes to organizational and technological solutions and achieving the required indicators. The article presents an attempt to study the issue related to the modeling of construction in general and its individual stages, including construction production. The main elements related to planning and construction management are considered. Various approaches, methods and methods of studying the issues of modeling in relation to the building system are presented. Due to the fact that construction is a complex system with a large number of subjects, various interrelationships between them, constantly changing in the process and poorly regulated by regulatory and technical documents, modeling a construction system is a difficult task. The task of adjustment is reduced to the compilation of an optimal work schedule, ensuring the greatest uniformity of resource schedules. The correct adjustment of the schedules is based on the calculation of the coefficients and parametric indicators of the resource schedules. Comparing them with normal indicators, we can conclude that the optimization was successful. New technologies make it possible to take into account a large number of non-standard solutions that allow the development of various options and which can be applied depending on the type of initial data and the conditions for organizing construction production. The process of planning and analyzing construction information using aggregation can be useful if it allows you to get rid of redundant information that is not particularly important. Also, the use of this method is justified when analyzing large amount of information. An example of the use of aggregation is the transition to the sum, to the average, if you want to aggregate indicators. Aggregation also applies to graphical models (such as flowcharts) and in many other cases.