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Regular version of the site
Of all publications in the section: 16
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Article
Бровко И. С., Бровко Е. И., Махова И. Д. Промышленное и гражданское строительство. 2013. № 1.
Added: Sep 15, 2014
Article
Аверин И. В., Абелев К. М., Козьмодемьянский В. Г. и др. Промышленное и гражданское строительство. 2009. № 2. С. 56-57.

The experience in construction of pile foundations of buildings and structures in Moscow is studied. Features of placing piles on sites with weak soils are revealed. Ways of testing piles are considered. Poor quality of piling works is considered and reasons for their poor quality is determined.

Added: Feb 21, 2013
Article
Липина С. А. Промышленное и гражданское строительство. 2008. № 4 .
Added: Nov 15, 2011
Article
Бровко Е. И., Бровко И. С. Промышленное и гражданское строительство. 2013. № 2.
Added: Sep 15, 2014
Article
Людмила Ивановна Кузьмина, ОСИПОВ Ю. В., ЦАРЕВА В. И. Промышленное и гражданское строительство. 2020. № 6. С. 64-68.

Filtration problem for a suspension in a porous medium characterize the injection of a liquid grout into porous rock to strengthen loose soil or create waterproof partitions during the construction of tunnels and underground structures. The suspension is injected under pressure into an empty homogeneous porous medium and moves from inlet to outlet. Some particles get stuck in the pores and form a fixed deposit. The macroscopic model of filtration includes the equation of mass balance of suspended and retained particles and the kinetic equation of deposit growth. For a one-dimensional model with a linear filtration function, an asymptotic solution is constructed near the concentration front of suspended and retained particles. A small parameter of the asymptotic expansion is a characteristic variable proportional to the distance to the concentration front. On the basis of explicit asymptotic formulas, the inverse filtration problem is solved - finding the filtration function from a given concentration of suspended particles at the outlet of a porous medium. The coefficients of the filtration function are obtained by the least squares method from the condition of the best approximation of the numerical solution by the asymptotics. It is shown that the calculated parameters are close to the coefficients of the model, and the asymptotics well approximates the numerical solution.

Added: Jul 2, 2020
Article
Бровко Е. И., Бровко И. С. Промышленное и гражданское строительство. 2013.
Added: Sep 15, 2014
Article
Абелев М. Ю., Красновский Б. М. Промышленное и гражданское строительство. 2020. № 10. С. 78-86.
Added: Jul 9, 2021
Article
Абелев М. Ю. Промышленное и гражданское строительство. 2010. № 3. С. 12-13.
Added: Dec 13, 2016
Article
Абелев М. Ю., Бахронов Р., Каралли Д. Промышленное и гражданское строительство. 2020. № 7. С. 26-31.
Added: Jul 9, 2021
Article
Абелев М. Ю., Чунюк Д. Ю., Каралли Д. и др. Промышленное и гражданское строительство. 2021. № 5. С. 34-40.
Added: Jul 9, 2021
Article
Добровольский А., Моторин В.И. Промышленное и гражданское строительство. 2003. № 11. С. 41-43.
Added: Mar 25, 2015
Article
Коптева О. В., Абелев М. Ю. Промышленное и гражданское строительство. 2019. № 6/2019. С. 40-45.
Added: Aug 7, 2019
Article
Абелев М. Ю., Аверин И., Коптева О. Промышленное и гражданское строительство. 2019. № 6. С. 40-45.
Added: Jul 9, 2021
Article
Абелев М. Ю., Красновский Б. М. Промышленное и гражданское строительство. 2021. № 4. С. 40-46.
Added: Jul 9, 2021