1 to 4 of 4 Results
Jan 16, 2026 - Sumy State University
Kolesnyk, Vitalii; Dovhopolov, Andrii; Andrii Deineka, 2026, "Statistical Analysis Dataset Based on Taguchi Design and Regression Modeling", https://doi.org/10.48788/DVUA/BKCZOA, DataverseUA, V1
The dataset is intended for statistical analysis of the results of numerical experiments using the Taguchi design of experiments and regression analysis, as implemented in the Minitab software environment. Within the framework of data processing, Taguchi orthogonal designs were e... |
Jan 16, 2026 - Sumy State University
Kolesnyk, Vitalii; Dovhopolov, Andrii; Vadym Lanchynskyi, 2026, "Експериментальні дані щодо впливу сили пресування на температуру спалаху димової суміші", https://doi.org/10.48788/DVUA/ACFHAS, DataverseUA, V1, UNF:6:HJjKW4sccGUs/aHwFBuJ/w== [fileUNF]
Набір даних містить результати експериментального дослідження впливу сили пресування димової суміші на температуру спалаху, отримані методом штучної термопари. Вимірювання температури здійснювалися платіно-родієвою термопарою, вживленою безпосередньо у зразок, що забезпечувало ре... |
Jan 14, 2026 - Sumy State University
Kolesnyk, Vitalii; Andrii Dovhopolov, 2026, "Results of Experimental–Numerical Modeling of Smoke Flow under Various Temperature Conditions", https://doi.org/10.48788/DVUA/9HBL0K, DataverseUA, V1
The dataset contains the results of numerical simulation of smoke flow performed in the ANSYS software environment to study the influence of ambient temperature on the formation and spatial distribution of the smoke curtain. The simulation was performed for seven temperature regi... |
Jan 14, 2026 - Sumy State University
Kolesnyk, Vitalii; Dovhopolov, Andrii; Andrii Deineka, 2026, "Smoke flow design to experiment_FEM", https://doi.org/10.48788/DVUA/JAO7E6, DataverseUA, V1
The dataset contains tabular data about factors and levels considered during Ansys FEM modeling of smoke flow under various meteorological conditions. The design of the experiment (DOE) was generated according to the Taguchi L9 (3^4) array. DOE varied four factors on three levels... |