Defining а Time-Average Growth Rate of a Corrosion Defect from the Data of Any Number of Inspections
| Authors: Galakhar A.S. | Published: 16.02.2022 |
| Published in issue: #1(100)/2022 | |
| DOI: 10.18698/1812-3368-2022-1-22-38 | |
| Category: Mathematics and Mechanics | Chapter: Computational Mathematics | |
| Keywords: corrosion modelling, defect initiation, integrity prediction, machine learning, residual operating life, sizing uncertainty, thin-walled structure | |
Defining а Time-Average Growth Rate of a Corrosion Defect from the Data of Any Number of Inspections
| Authors: Galakhar A.S. | Published: 16.02.2022 |
| Published in issue: #1(100)/2022 | |
| DOI: 10.18698/1812-3368-2022-1-22-38 | |
| Category: Mathematics and Mechanics | Chapter: Computational Mathematics | |
| Keywords: corrosion modelling, defect initiation, integrity prediction, machine learning, residual operating life, sizing uncertainty, thin-walled structure | |
Improved Ephemeral Search and Nepenthes Algorithms for Diminution of True Power Loss
| Authors: Kanagasabai L. | Published: 16.02.2022 |
| Published in issue: #1(100)/2022 | |
| DOI: 10.18698/1812-3368-2022-1-39-56 | |
| Category: Mathematics and Mechanics | Chapter: Computational Mathematics | |
| Keywords: optimal, reactive power, transmission loss, Ephemeral search, chaotic, adaptive weight, neighbourhood learning, Nepenthes | |
Improved Ephemeral Search and Nepenthes Algorithms for Diminution of True Power Loss
| Authors: Kanagasabai L. | Published: 16.02.2022 |
| Published in issue: #1(100)/2022 | |
| DOI: 10.18698/1812-3368-2022-1-39-56 | |
| Category: Mathematics and Mechanics | Chapter: Computational Mathematics | |
| Keywords: optimal, reactive power, transmission loss, Ephemeral search, chaotic, adaptive weight, neighbourhood learning, Nepenthes | |
Solution of the Nonaxisymmetric Elastostatic Problem for a Transversely Isotropic Body of Revolution
| Authors: Ivanychev D.A. | Published: 27.04.2022 |
| Published in issue: #2(101)/2022 | |
| DOI: 10.18698/1812-3368-2022-2-4-21 | |
| Category: Mathematics and Mechanics | Chapter: Differential Equations and Mathematical Physics | |
| Keywords: boundary state method, transversely isotropic bodies, first main problem, nonaxisymmetric problems, state space | |
Study of an Immersed Axisymmetric Turbulent Jet in Comparative Analysis of Turbulence Models
| Authors: Malikov Z.M., Nazarov F.Kh. | Published: 27.04.2022 |
| Published in issue: #2(101)/2022 | |
| DOI: 10.18698/1812-3368-2022-2-22-35 | |
| Category: Mathematics and Mechanics | Chapter: Mathematical Physics | |
| Keywords: axisymmetric turbulent jet, RANS models, two-fluid model, von Mises variables, implicit scheme | |
Parallel Solution of Boundary Value Problems using OpenMP Technology
| Authors: Martynenko S.I., Bakhtin V.A., Rumyantsev E.V., Tarasov G.A., Seredkin N.N., Boyarskikh K.A. | Published: 27.04.2022 |
| Published in issue: #2(101)/2022 | |
| DOI: 10.18698/1812-3368-2022-2-36-56 | |
| Category: Mathematics and Mechanics | Chapter: Computational Mathematics | |
| Keywords: parallel algorithms, boundary value problems, numerical methods, large-scale granularity | |
Parallel Solution of Boundary Value Problems using OpenMP Technology
| Authors: Martynenko S.I., Bakhtin V.A., Rumyantsev E.V., Tarasov G.A., Seredkin N.N., Boyarskikh K.A. | Published: 27.04.2022 |
| Published in issue: #2(101)/2022 | |
| DOI: 10.18698/1812-3368-2022-2-36-56 | |
| Category: Mathematics and Mechanics | Chapter: Computational Mathematics | |
| Keywords: parallel algorithms, boundary value problems, numerical methods, large-scale granularity | |
Matrix Approach to Solving Reachability Problems in Stochastic Petri Nets
| Authors: Zvyagin D.S., Pyankov O.V., Kopylov A.N. | Published: 23.06.2022 |
| Published in issue: #3(102)/2022 | |
| DOI: 10.18698/1812-3368-2022-3-4-16 | |
| Category: Mathematics and Mechanics | Chapter: Computational Mathematics | |
| Keywords: modeling, stochastic Petri nets, matrix equations | |
Matrix Approach to Solving Reachability Problems in Stochastic Petri Nets
| Authors: Zvyagin D.S., Pyankov O.V., Kopylov A.N. | Published: 23.06.2022 |
| Published in issue: #3(102)/2022 | |
| DOI: 10.18698/1812-3368-2022-3-4-16 | |
| Category: Mathematics and Mechanics | Chapter: Computational Mathematics | |
| Keywords: modeling, stochastic Petri nets, matrix equations | |