Simulation of Viscoelastic Properties of Fibrous Laminated Polymer Composite Material

Open BMSTU Platform and Teachers Training in Online Courses Development and Implementation Areas

“…At that time, for the BMSTU, this work was completely new, although it was already actively carried out in other universities. After completing advanced training on the National Open Education Platform (NOEP), the department created its own video studio and began work on the creation of an online course Analytical Geometry, which was based on new digital technologies, which further led to the creation of an independent digital platform -Digital Learning System Nomotex (DLS Nomotex) intended for digital mathematical education of engineers [11][12][13][14]. The main work of the video studio was conducted by K.M.…”

“…The main trend in education at the present time is the creation of massive open online courses in disciplines taught in higher educational institutions. Such courses will be useful and interesting not only for students, but also for specialists wishing to undergo retraining, change their profession and occupation [11][12][13][14]. M.H.…”

“…The purpose of the course is to teach trainees the practical skills of developing online courses at a technical university that meet the requirements of the National Open Education Platform, as well as the Open BMSTU platform. The acquired knowledge is supposed to be used in the professional activities of teachers to create online courses [12].…”

“…In the course of training, trainees should master the skills of developing an algorithm for an online course using a standard template, as well as acquire skills in developing an algorithm for an author's online course [13]. As part of the course, trainees will learn the basic principles of creating a director's script, as well as gain skills in creating tests for conducting control events on online education platforms [11,12].…”

Complex Analysis Electronic Course in Nomotex DLS

“…The e-learning «Complex analysis» contains the following sections (called 'Chapter' [1][2][3]): «Complex variable function concept», «Sequences and Series in Complex Analysis», «Continuity and differentiability of a function of a complex variable», «Conformal mappings», «Integrals of a complex variable function», «Integral Cauchy Formula», «Expansion of analytic functions in Taylor and Laurent series», «Equilibrium points and residues».…”