cessna98j
Civil/Environmental
- Jun 12, 2003
- 76
I am having trouble determining the best way to distribute an HS-20 surcharge on a wall. The structure I'm designing is a square underground pit with a grate on top, which HS-20 trucks will drive over to dump their load into. I tried distributing the load on the wall by converting the two 16k wheel loads into a strip load, and using a Bowles, 2nd edition (equation 11-20) which is sigma h = (2q/pi)*(Beta - SIN Beta * COS 2 Alpha). This gives the surcharge on the wall as a function of depth. The problem is, since the trucks will be driving over the wall, I tried calculating what the surcharge will be just as the strip load approaches the wall, and obtained a very high local load on the top (about 2500psf on the top 1' of wall) which then drops off significantly as you progress down the wall. This high load concentration on top of the wall significantly increases the required wall thickness due to shear. My question is, am I being too conservative? Is there a reasonable cut-off point in using this equation as far as the strip load approaching the wall? My thickness is fine if I just use the standard 300 psf uniform surcharge, but I just want to find out if such a high localized surcharge is reasonable when using this equation as the axles approach the wall, changing the thickness substantially. Any advice would be greatly appreciated.