JN0589
Structural
- Jun 23, 2015
- 1
I have 2 questions related to the bearing capacity of soils during excavation.
The first relates to have a sloped cut next to an adjacent building to essentially eliminate underpinning. I've found a few samples that reference Meyerhof (ex: Naval DM 7.2-135). Based on this chart however (see attached), assuming an internal angle of friction of 30, a 30 degree slope and the slope starting directly below the building footing (b = 0 and D + 0), this results in a bearing capacity factor = 4 and thus q_ult = (120 pcf) * (2ft / 2) * (4) = 480 psf. This is a really low number and would definitely not support any building. How realistic is this number and is their any error in my calculations/assumptions?
The second question is in regards to the bearing capacity formula, Qu = cN_c + γDN_q + 0.5γBN_γ. The second term in this equation relates to the overburden pressure. Assuming your footing is 4 ft below soil (D = 4 ft), but approximately 10 ft away, there is a vertical cut supported by a soldier pile and lagging system, how is the bearing capacity affected?
The first relates to have a sloped cut next to an adjacent building to essentially eliminate underpinning. I've found a few samples that reference Meyerhof (ex: Naval DM 7.2-135). Based on this chart however (see attached), assuming an internal angle of friction of 30, a 30 degree slope and the slope starting directly below the building footing (b = 0 and D + 0), this results in a bearing capacity factor = 4 and thus q_ult = (120 pcf) * (2ft / 2) * (4) = 480 psf. This is a really low number and would definitely not support any building. How realistic is this number and is their any error in my calculations/assumptions?
The second question is in regards to the bearing capacity formula, Qu = cN_c + γDN_q + 0.5γBN_γ. The second term in this equation relates to the overburden pressure. Assuming your footing is 4 ft below soil (D = 4 ft), but approximately 10 ft away, there is a vertical cut supported by a soldier pile and lagging system, how is the bearing capacity affected?