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Analysis of the structure of liners used for the modernisation of brick collectors

Studia Geotechnica et Mechanica's Cover Image
Studia Geotechnica et Mechanica
Special Issue: Underground Infrastructure of Urban Areas

Zacytuj

Figure 1

Internal dimensions (in mm) of the conduit's cross section.
Internal dimensions (in mm) of the conduit's cross section.

Figure 2

Calculation scheme of the finite element method.
Calculation scheme of the finite element method.

Figure 3

Normal stresses (load scheme 1 – wall thickness equal to 19 mm).
Normal stresses (load scheme 1 – wall thickness equal to 19 mm).

Figure 4

Horizontal displacements (load scheme 1 – wall thickness equal to 19 mm).
Horizontal displacements (load scheme 1 – wall thickness equal to 19 mm).

Figure 5

Normal stresses (load scheme 2 – wall thickness equal to 41 mm)
Normal stresses (load scheme 2 – wall thickness equal to 41 mm)

Figure 6

Calculation scheme of the finite element method.
Calculation scheme of the finite element method.

Figure 7

Diagram of normal stresses, wall thickness equal to 12 mm, load scheme 1.
Diagram of normal stresses, wall thickness equal to 12 mm, load scheme 1.

Figure 8

Diagram of horizontal displacements, wall thickness equal to 12 mm, load scheme 1.
Diagram of horizontal displacements, wall thickness equal to 12 mm, load scheme 1.

Figure 9

Diagram of normal stresses, wall thickness equal to 13 mm, load scheme 2.
Diagram of normal stresses, wall thickness equal to 13 mm, load scheme 2.

Thicknesses of the sleeve calculated for the assumed load cases.

Liner thickness Scheme 1 Scheme 2
19 mma Max deformations (mm) 32.2 Yes
Max stresses (MPa) 5.4 Yes 56.4 No
40 mm Max deformations (mm)
Max stresses (MPa) 12.9 No
41 mmb Max deformations (mm) 3.2 Yes
Max stresses (MPa) 1.23 Yes 12.29 Yes
eISSN:
2083-831X
Język:
Angielski
Częstotliwość wydawania:
4 razy w roku
Dziedziny czasopisma:
Geosciences, other, Materials Sciences, Composites, Porous Materials, Physics, Mechanics and Fluid Dynamics