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Refinado por: Nome da Publicação: Izvestiâ Tomskogo Politehničeskogo Universiteta. Inžiniring Georesursov remover idioma: Russo remover
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1
Selection of numerical method for solving ordinary differential equation systems for a high-speed model of hydrocarbons steam cracking
Selection of numerical method for solving ordinary differential equation systems for a high-speed model of hydrocarbons steam cracking
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Selection of numerical method for solving ordinary differential equation systems for a high-speed model of hydrocarbons steam cracking

Kozlov, Vladimir V. ; Dolganov, Igor M. ; Slobodin, Stepan S.

Izvestiâ Tomskogo politehničeskogo universiteta. Inžiniring georesursov, 2024-01, Vol.335 (1), p.202-211 [Periódico revisado por pares]

Tomsk Polytechnic University

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2
Analytical model of dynamic system "long cable - submersible induction motor with fixed rotor" in polar coordinate system
Analytical model of dynamic system "long cable - submersible induction motor with fixed rotor" in polar coordinate system
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Analytical model of dynamic system "long cable - submersible induction motor with fixed rotor" in polar coordinate system

Glazyrin, Alexander S. ; Nabunskiy, Ivan A. ; Popov, Semen S. ; Bolovin, Evgeniy V. ; Timoshkin, Vadim V. ; Kladiev, Sergey N. ; Filipas, Alexander A. ; Khamitov, Rustam N. ; Kopyrin, Vladimir A. ; Popov, Evgeniy I. ; Kovalev, Vladimir Z.

Izvestiâ Tomskogo politehničeskogo universiteta. Inžiniring georesursov, 2023-12, Vol.334 (12), p.220-233 [Periódico revisado por pares]

Tomsk Polytechnic University

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3
WIND SPEED MODEL BASED ON FRACTIONAL STOCHASTIC PROCESS
WIND SPEED MODEL BASED ON FRACTIONAL STOCHASTIC PROCESS
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WIND SPEED MODEL BASED ON FRACTIONAL STOCHASTIC PROCESS

Denis Y. Davydov ; Sergey G. Obukhov

Izvestiâ Tomskogo politehničeskogo universiteta. Inžiniring georesursov, 2021-05, Vol.332 (5), p.39-48 [Periódico revisado por pares]

Tomsk Polytechnic University

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4
Form and structure of differential equations of motion and process of auto-balancing in the rotor machine with auto-balancers
Form and structure of differential equations of motion and process of auto-balancing in the rotor machine with auto-balancers
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Form and structure of differential equations of motion and process of auto-balancing in the rotor machine with auto-balancers

Valeriy Vladimirovich Goncharov ; Gennadiy Borisovich Filimonikhin

Izvestiâ Tomskogo politehničeskogo universiteta. Inžiniring georesursov, 2019-05, Vol.326 (12) [Periódico revisado por pares]

Tomsk Polytechnic University

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5
Form and structure of differential equations of motion and process of auto-balancing in the rotor machine with auto-balancers
Form and structure of differential equations of motion and process of auto-balancing in the rotor machine with auto-balancers
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Form and structure of differential equations of motion and process of auto-balancing in the rotor machine with auto-balancers

Valeriy Vladimirovich Goncharov ; Gennadiy Borisovich Filimonikhin

Izvestiâ Tomskogo politehničeskogo universiteta. Inžiniring georesursov, 2019-05, Vol.326 (12) [Periódico revisado por pares]

Tomsk Polytechnic University

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6
АНАЛИТИЧЕСКОЕ РЕШЕНИЕ ДЛЯ ШЕСТИМАССОВОЙ ТЕРМОДИНАМИЧЕСКОЙ МОДЕЛИ АСИНХРОННОГО ДВИГАТЕЛЯ ЗАКРЫТОГО ИСПОЛНЕНИЯ
АНАЛИТИЧЕСКОЕ РЕШЕНИЕ ДЛЯ ШЕСТИМАССОВОЙ ТЕРМОДИНАМИЧЕСКОЙ МОДЕЛИ АСИНХРОННОГО ДВИГАТЕЛЯ ЗАКРЫТОГО ИСПОЛНЕНИЯ
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АНАЛИТИЧЕСКОЕ РЕШЕНИЕ ДЛЯ ШЕСТИМАССОВОЙ ТЕРМОДИНАМИЧЕСКОЙ МОДЕЛИ АСИНХРОННОГО ДВИГАТЕЛЯ ЗАКРЫТОГО ИСПОЛНЕНИЯ

Ершов, Михаил Сергеевич ; Феоктистов, Евгений Алексеевич

Izvestiâ Tomskogo politehničeskogo universiteta. Inžiniring georesursov, 2022-02, Vol.333 (2), p.53-61 [Periódico revisado por pares]

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7
ANALYTICAL SOLUTION FOR A SIX-MASS THERMODYNAMIC MODEL OF A TEFC INDUCTION MOTOR
ANALYTICAL SOLUTION FOR A SIX-MASS THERMODYNAMIC MODEL OF A TEFC INDUCTION MOTOR
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ANALYTICAL SOLUTION FOR A SIX-MASS THERMODYNAMIC MODEL OF A TEFC INDUCTION MOTOR

Mikhail S. Ershov ; Eugene A. Feoktistov

Izvestiâ Tomskogo politehničeskogo universiteta. Inžiniring georesursov, 2022-02, Vol.333 (2), p.53-61 [Periódico revisado por pares]

Tomsk Polytechnic University

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8
Asymptotics of solution of singularly perturbed problem with periodic turning points in complex plane
Asymptotics of solution of singularly perturbed problem with periodic turning points in complex plane
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Asymptotics of solution of singularly perturbed problem with periodic turning points in complex plane

Dilmurat Tursunov

Izvestiâ Tomskogo politehničeskogo universiteta. Inžiniring georesursov, 2019-05, Vol.324 (2) [Periódico revisado por pares]

Tomsk Polytechnic University

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9
Asymptotics of solution of singularly perturbed problem with periodic turning points in complex plane
Asymptotics of solution of singularly perturbed problem with periodic turning points in complex plane
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Asymptotics of solution of singularly perturbed problem with periodic turning points in complex plane

Dilmurat Tursunov

Izvestiâ Tomskogo politehničeskogo universiteta. Inžiniring georesursov, 2019-05, Vol.324 (2) [Periódico revisado por pares]

Tomsk Polytechnic University

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10
Mathematical model of mini-CHP based on salient-pole synchronous generator
Mathematical model of mini-CHP based on salient-pole synchronous generator
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Mathematical model of mini-CHP based on salient-pole synchronous generator

Gennadiy Vagin ; Evgeniy Solntsev ; Andrey Mamonov ; Anton Petrov

Izvestiâ Tomskogo politehničeskogo universiteta. Inžiniring georesursov, 2019-05, Vol.326 (8) [Periódico revisado por pares]

Tomsk Polytechnic University

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