In this paper, we consider a mathematical model of punching and thermal incubation in frozen soils, and present the results of a numerical experiment on the forecast of exogenous processes at the base of a gas pipeline in a changing climate are presented.

Topics
Mathematical modeling
1.
S.
 
Sokolov
 and
O.
 
Limar
,
Oil Industry
 
5
,
127
–
129
(
2006
).
2.
S.
 
Akagawa
,
S.
 
Huang
,
T.
 
Ono
,
T.
 
Tanaka
,
A.
 
Oba
,
K.
 
O’hashi
, and
M.
 
Fukuda
, “
Sudden up-lift of the buried child gas pipeline monitored at the boundary of permafrost and non-permafrost
,” in
Permafrost engineering. Fifth international symposium. Proceeding
,
1
(
2002
), pp.
125
–
129
.
Google Scholar
 
3.
S.
 
Egurtsov
,
T.
 
Skrynnik
,
V.
 
Marakhtanov
,
M.
 
Velikotsky
, and
Y.
 
Ivanov
,
The gas industry
 
1
,
68
–
72
(
2015
).
4.
I.
 
Konstantinov
 and
I.
 
Guryanov
,
Kriosfera
 
2
,
68
–
75
(
2001
).
5.
N.
 
Tsytovich
,
Soil mechanic
(
Higher School
,
Moscow
,
1983
) p.
288
.
Google Scholar
 
6.
Snip 2.05.06-85*. trunk pipelines, TsITP Gosstroy USSR, Moscow, 1985.
7.
P.
 
Permyakov
,
G.
 
Popov
, and
M.
 
Matveeva
,
Gazovaya promyshlennost
 
4
,
17
–
19
(
2011
).
8.
A.
 
Samarskii
 and
A.
 
Gulin
,
Stability of difference schemes
(
Editorial URSS
,
Moscow
,
2005
) p.
384
.
Google Scholar
 
9.
A.
 
Samarskii
 and
P.
 
Vabishchevich
,
Numerical methods for solving convection-diffusion problems
(
Editorial URSS
,
Moscow
,
2003
) p.
248
.
Google Scholar
 
10.
Research methodology near the interaction of the pipeline with the environment in the experimental areas, VNIIST, Moscow, 1973.
This content is only available via PDF.
© 2017 Author(s).
2017
Author(s)
You do not currently have access to this content.