MainCatalogInformatics, Computer Engineering and ControlMathematical Modelling, Numerical Methods, and Program Complexes
Pair Regression in Microsoft Excel by using of P-Splines
| Authors: Anikin V.I., Anikina O.V., Gushchina O.M. | Published: 29.09.2017 |
| Published in issue: #5(116)/2017 | |
| DOI: 10.18698/0236-3933-2017-5-114-131 | |
| Category: Informatics, Computer Engineering and Control | Chapter: Mathematical Modelling, Numerical Methods, and Program Complexes | |
| Keywords: Microsoft Excel, spreadsheet model, regression analysis, semiparametric regression, P-spline, B-spline | |
Simulation of Umbilical Cable of Remotely Operated Underwater Vehicle with Blender Game Engine Package
| Authors: Gamazov N.I., Novikov V.I. | Published: 28.05.2017 |
| Published in issue: #3(114)/2017 | |
| DOI: 10.18698/0236-3933-2017-3-47-64 | |
| Category: Informatics, Computer Engineering and Control | Chapter: Mathematical Modelling, Numerical Methods, and Program Complexes | |
| Keywords: remotely operated underwater vehicle, simulator, umbilical cable, simulation, unwinding, winding, tangling, software, Blender Game Engine package, Python programming language | |
Numerical solution features for contact deformation problem of rough bodies in ANSYS
| Authors: Murashov M.V., Panin S.D. | Published: 19.02.2016 |
| Published in issue: #1(106)/2016 | |
| DOI: 10.18698/0236-3933-2016-1-129-142 | |
| Category: Informatics, Computer Engineering and Control | Chapter: Mathematical Modelling, Numerical Methods, and Program Complexes | |
| Keywords: thermal contact conductance, roughness, finite element method, elastic-plastic deformation, ANSYS | |
Angular velocity of physical pendulum suspended on movable base
| Authors: Sudakov V.F. | Published: 12.10.2015 |
| Published in issue: #5(104)/2015 | |
| DOI: 10.18698/0236-3933-2015-5-124-135 | |
| Category: Informatics, Computer Engineering and Control | Chapter: Mathematical Modelling, Numerical Methods, and Program Complexes | |
| Keywords: physical pendulum, moments of inertia, the Hamiltonian, canonical transformations, canonical action-phase variables | |