Rancorinco
Structural
- Jun 13, 2004
- 2
On the design of basement foundation wall of span "L" between the basement slab-on-grade horiz diaphragm and the first-floor horiz diaphragm, with soil backfill against one side up to a height "h" from the wall base, what exactly is the lateral load against the wall??
I've asked the problem to several geotechs, who all recite the faith: soil is a substance between water [K = 1] and solid [K = 0], where the number K is the ratio of horizontal to applied vertical pressure. So by this, the "Fluid Analogy": given a soil of unit weight U, the lateral pressure at a depth d from the top of soil is H = K*U*d, whose load distribution is a triangle, with the apex "0" located at top-of-soil.
The problem is: what is the value of "K"? Before he can answer, a Geotech will want to know also if the soil is "active" or "at-rest". Herein lies the rub. The "at-rest" value of K is higher that the "active" K, therefore it requires a heavier and more costlier foundation.
Yet I've been on jobsites where the soil has been cut vertically 8' or higher, standing like the face of a cliff. The geotech gave 60 pcf at-rest design lateral pressure. Yet, as we can see, in this "service" state, there is no lateral pressure, "at-rest" or otherwise.
Does common sense need to kick in? What is a reasonable design parameter with a wall? Can you backfill with gravel and then design 40 pcf fluid pressure?
Also, when you are designing concrete, concrete is designed at the ultimate state. Seems to me if the soil is "active", then it is failing, then the soil is at ultimate, too. So why does everyone factor the lateral soil earth pressure [see ACI 318 Chapter 9 load factors]?
So if the K can be reduced, and the load factor eliminated, what is there to design? Answer: minimum concrete reinforcing ratio. Most house foundations don't even have that.
I've asked the problem to several geotechs, who all recite the faith: soil is a substance between water [K = 1] and solid [K = 0], where the number K is the ratio of horizontal to applied vertical pressure. So by this, the "Fluid Analogy": given a soil of unit weight U, the lateral pressure at a depth d from the top of soil is H = K*U*d, whose load distribution is a triangle, with the apex "0" located at top-of-soil.
The problem is: what is the value of "K"? Before he can answer, a Geotech will want to know also if the soil is "active" or "at-rest". Herein lies the rub. The "at-rest" value of K is higher that the "active" K, therefore it requires a heavier and more costlier foundation.
Yet I've been on jobsites where the soil has been cut vertically 8' or higher, standing like the face of a cliff. The geotech gave 60 pcf at-rest design lateral pressure. Yet, as we can see, in this "service" state, there is no lateral pressure, "at-rest" or otherwise.
Does common sense need to kick in? What is a reasonable design parameter with a wall? Can you backfill with gravel and then design 40 pcf fluid pressure?
Also, when you are designing concrete, concrete is designed at the ultimate state. Seems to me if the soil is "active", then it is failing, then the soil is at ultimate, too. So why does everyone factor the lateral soil earth pressure [see ACI 318 Chapter 9 load factors]?
So if the K can be reduced, and the load factor eliminated, what is there to design? Answer: minimum concrete reinforcing ratio. Most house foundations don't even have that.