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Gabion Wall
The following cases are assumed when examining the internal stability of the gabion wall using the concept of factor of safety:
a) Check for overturning stability:
| where: | Movr | - | overturning moment |
| Mres | - | resisting moment | |
| FSovr | - | factor of safety against overturning |
b) Check for slip:
| where: | N | - | normal force acting on the upper joint of the bottom block |
| φ | - | angle of internal friction of the bottom block material | |
| B | - | width of upper block | |
| c | - | cohesion of the bottom block material | |
| Q | - | shear force | |
| FSslip | - | factor of safety against sliding |
c) Check for bearing capacity with respect to the lateral pressure:
| where: | T | - | average value of pressure acting on face of the bottom block |
| S | - | force per one running meter of the joint | |
| Su | - | joint bearing capacity (for input use the frame "Material") | |
| FSmesh | - | factor of safety of stressed mesh (for input use the frame "Settings" – default value is 1.5) | |
| b | - | width = 1m | |
| h | height of the block | ||
| Dcelk | overall width of meshes loaded in compression T |
d) Check for bearing capacity of joint between blocks:
| where: | Nd | - | tensile force per one running meter of the upper joint |
| Nu | - | strength of mesh (for input use the frame "Material") | |
| FSmesh | - | factor of safety of stressed mesh (for input use the frame "Settings" – default value is 1.5) | |
| Qtr | - | shear force transmitted by friction and cohesion between blocks | |
| kt | - | coefficient of reduction of friction between blocks (for input use the frame "Settings" – default value is 0,66) | |
| h | - | height of the block | |
| Dcelk | - | overall width of meshes loaded in compression T | |
| Dhor | - | width of upper mesh between blocks loaded in tension |
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