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Full-Text Articles in Education
Description Of Transparent Barriers To The Heat Dissipation Of The Coefficients Of Radiactive – Convective To The Temperature Regime Of The Air Inside The Solar Passive Devices, Abduraxmon Abdullayev, Baxtiyar Abduraxmonovich Abdullayev, Sarvar Boqiyev, Muxammad Abduvaxobov, Sarvinoz Nishanova
Description Of Transparent Barriers To The Heat Dissipation Of The Coefficients Of Radiactive – Convective To The Temperature Regime Of The Air Inside The Solar Passive Devices, Abduraxmon Abdullayev, Baxtiyar Abduraxmonovich Abdullayev, Sarvar Boqiyev, Muxammad Abduvaxobov, Sarvinoz Nishanova
Bulletin of Gulistan State University
The article describes transparent barriers to the heat dissipation of the coefficients of radiactive – convective to the temperature regime of the air inside the solar passive devices. The article discusses in detail the issues of improving the light – transmiting coatings of semi – cylindrical film – transparent transparent barrier solar passive devices. Smallsized solar devices (solar green house solar water heaters, solar dryers, solar dryers) with a single and two – layer semi – c ylindricaln trans porent ligt - barreer and a device for short – term accumulation of daily excess solar radiation heat. Interactive calculation methad …
Study Of The Thermal And Temperature Conditions Of Flat And Inclined Lands, Shavki Kulaganovich Niyozov, Abdurahmon Abdullaev, Rustam Ummatkulovich Elmurodov, Shahzod Xolmat O‘G‘Li O‘Tkirov
Study Of The Thermal And Temperature Conditions Of Flat And Inclined Lands, Shavki Kulaganovich Niyozov, Abdurahmon Abdullaev, Rustam Ummatkulovich Elmurodov, Shahzod Xolmat O‘G‘Li O‘Tkirov
Bulletin of Gulistan State University
Prior to sowing seeds of agricultural crops, awareness of the thermal, water, and light regimes of the land is of great importance. In this article, we studied the thermal and temperature conditions of flat and inclined lands through the heat transfer equations in the soil. At the same time, the temperature invariance at a certain depth from the soil surface was mainly obtained, on the basis of which a formula for calculating the soil temperature from the sediment was derived by the method of harmonic analysis. In addition, formulas for flat Land and temperature regimes of 10˚, 20˚, 30˚ slopes …
Numerical Solution Of The Two-Dimensional Related Dynamic Problem Of Thermoelasticity For Isotropic Bodies, A.A Каlandarov
Numerical Solution Of The Two-Dimensional Related Dynamic Problem Of Thermoelasticity For Isotropic Bodies, A.A Каlandarov
Bulletin of Gulistan State University
The coupled dynamic thermoelastic problem is considered in the article. The considered boundary problem consists of the movement and heat equations correspondingly of hyperbolic and parabolic types, where the unknowns are displacement and temperature. The explicit and implicit schemes are constructed and solved numerically by two methods and the coincidence of the received results is shown.
Numerical Solution Of The Two-Dimensional Related Dynamic Problem Of Thermoelasticity For Isotropic Bodies, A.A Каlandarov
Numerical Solution Of The Two-Dimensional Related Dynamic Problem Of Thermoelasticity For Isotropic Bodies, A.A Каlandarov
Bulletin of Gulistan State University
The coupled dynamic thermoelastic problem is considered in the article. The considered boundary problem consists of the movement and heat equations correspondingly of hyperbolic and parabolic types, where the unknowns are displacement and temperature. The explicit and implicit schemes are constructed and solved numerically by two methods and the coincidence of the received results is shown.
Numerical Solution Of The Two-Dimensional Related Dynamic Problem Of Thermoelasticity For Isotropic Bodies, A.A Каlandarov
Numerical Solution Of The Two-Dimensional Related Dynamic Problem Of Thermoelasticity For Isotropic Bodies, A.A Каlandarov
Bulletin of Gulistan State University
The coupled dynamic thermoelastic problem is considered in the article. The considered boundary problem consists of the movement and heat equations correspondingly of hyperbolic and parabolic types, where the unknowns are displacement and temperature. The explicit and implicit schemes are constructed and solved numerically by two methods and the coincidence of the received results is shown.