Illarion MUZAEV
Biographic Data
| ID | 9424577 |
|---|---|
| NAME | Illarion MUZAEV |
| GIVEN NAMES | Illarion |
| FAMILY NAME | MUZAEV |
| SIGNATURE | MUZAEV I |
| AFFILIATIONS | Federal State Budgetary Institution of Science Federal Scientific Center "Vladikavkaz Scientific Center of the Russian Academy of Sciences" |
| VERIFIED | No |
| TOTAL WORKS | 3 |
| TOTAL CITATIONS | 0 |
| WORKS AS AUTHOR | 3 |
| WORKS AS EDITOR | 0 |
| FIRST PUBLICATION YEAR | 2020 |
| LATEST PUBLICATION YEAR | 2025 |
| H-INDEX | 0 |
Mathematical modeling of the cone formation process in a two-layer oilfield and the method of its elimination
Introduction. When oil is extracted from a field where there is a layer of plantar water, a water hill-cone is formed. It is very important to solve the problem of eliminating the cone of plantar water Purpose of the research. Based on the rigorous theory of underground hydromechanics, mathematical modeling of the oil production process is carried out by two coaxial pipes-wells from a two-layer deposit, when there is a layer of plantar water unde…
Mathematical modeling of the weak low-frequency impact of seismic waves on the glacial massif
Introduction. The Kolka glacial massif repeatedly broke off from the freezing surface and thereby formed powerful glacial mudflows that caused great material damage to the Republic of the Republic of Alania with numerous human casualties. In the work of Muzaev I. D. and Sozanov V. G., the first step was taken in mathematical modeling of seismic vibrations of the glacial massif and the statement was proved that weak earthquakes of 3-3.5 MSK points…
Mathematical Modeling of Water Wave Motion in a Reservoir Caused by the Intrusion of a Landslide Array
The construction of dams and reservoirs in mountainous and foothill areas poses a number of urgent tasks for designers and researchers related to the wave movement of water in a reservoir with a complex geometric configuration. The collapse of significant masses of rock into the reservoir basin as a result of a landslide phenomenon provokes high surface waves, leading to catastrophic natural disasters in the form of victims and destruction. Desig…
No prominent works on this page.
Mathematical Modeling of Water Wave Motion in a Reservoir Caused by the Intrusion of a Landslide Array
The construction of dams and reservoirs in mountainous and foothill areas poses a number of urgent tasks for designers and researchers related to the wave movement of water in a reservoir with a complex geometric configuration. The collapse of significant masses of rock into the reservoir basin as a result of a landslide phenomenon provokes high surface waves, leading to catastrophic natural disasters in the form of victims and destruction. Desig…
Mathematical modeling of the weak low-frequency impact of seismic waves on the glacial massif
Introduction. The Kolka glacial massif repeatedly broke off from the freezing surface and thereby formed powerful glacial mudflows that caused great material damage to the Republic of the Republic of Alania with numerous human casualties. In the work of Muzaev I. D. and Sozanov V. G., the first step was taken in mathematical modeling of seismic vibrations of the glacial massif and the statement was proved that weak earthquakes of 3-3.5 MSK points…
Mathematical modeling of the cone formation process in a two-layer oilfield and the method of its elimination
Introduction. When oil is extracted from a field where there is a layer of plantar water, a water hill-cone is formed. It is very important to solve the problem of eliminating the cone of plantar water Purpose of the research. Based on the rigorous theory of underground hydromechanics, mathematical modeling of the oil production process is carried out by two coaxial pipes-wells from a two-layer deposit, when there is a layer of plantar water unde…
Geotechnical and Geomechanical Engineering (3 works) · Advanced Computational Techniques in Science and Engineering (2 works) · Engineering and Agricultural Innovations (2 works) · Geology (2 works) · Seismology (2 works) · Boundary value problem (1 work) · Climate change and permafrost (1 work) · Coaxial (1 work) · Geomorphology (1 work) · Geophysics (1 work)