Другие журналы

Fedoruk
Analysis of Natural Frequencies in the Universal Programs for Dynamic Processes Analysis
Engineering Education # 12, December 2016 DOI: 10.7463/1216.0852553 pp. 207215
Mathematical Models of Beam and Rails for the Simulation Programs
Engineering Education # 12, December 2015 DOI: 10.7463/1215.0824860 pp. 215225
Domestic and Foreign CAD System based Comparison of Analysis Results of Dynamic Systems at the Macro Level
Engineering Education # 11, November 2015 DOI: 10.7463/1115.0817294 p. 542558
A Simulation Technique for ThreeDimensional Mechanical Systems Using Universal Software Systems of Analysis
Engineering Education # 09, September 2015 DOI: 10.7463/0915.0810599 pp. 225236
Solving the inverse dynamic problem with the use of simulation systems
Engineering Education # 12, December 2013 DOI: 10.7463/1213.0637676 This paper describes a method for solving the inverse dynamic problem with the use of the systems for simulation of complex technical objects. Mathematical basis for solving that problem were presented. The problemsolving procedure contains two stages. Numerical simulation of a mechanical system under given external influence is performed at the first stage; this influence is represented as dependence of position coordinates of the system’s several elements on time. During this simulation reciprocal deflections of the operating mechanism’s application points are recorded. At the second stage previously applied forces are removed. Simulation of the system under the influence of displacements in the operating mechanisms determined at the first stage is carried out. In the process created forces are registered. An example of solving the inverse dynamic problem for a tripod was presented.
Parallel algorithm for solving systems of linear algebraic equations with a multidiagonal coefficient matrix
Engineering Education # 07, July 2013 DOI: 10.7463/0713.0590785 This article describes a parallel algorithm for solving systems of linear algebraic equations with a multidiagonal (band) coefficient matrix. A scheme of the algorithm for multiprocessor sharedmemory computing systems is also presented in the article. Data structures for a compact storage of sparse band matrices were implemented. Theoretical and experimental investigations of efficiency of the algorithm were conducted using various problems. Dependences of the program’s speedup on various parameters of the problem and the number of processors were given in this work. The conclusion presents pros and cons of the algorithm.



