Swedish Circle Method for Slope Stability

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Height of each slice

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Weight (kN)

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Soil cohesion

Angle of internal friction

Weight of soil

Base inclination angle

Slice width

Slice base length

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Number of slices

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JSFH

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LSUrQU5OT1RBVElPTkc2Jy0lKUJPVU5EU19YRzYjJCIiISEiIi0lKUJPVU5EU19ZR0YnLSUtQk9VTkRTX1dJRFRIRzYjJCIlKzdGKi0lLkJPVU5EU19IRUlHSFRHNiMkIiVdQ0YqLSUpQ0hJTERSRU5HNiI=

This worksheet implements the Swedish method to calculate the factor of safety for a slope, first introduced by Fellenius in 1926.

Factor of safety