Ninjaneering
Mechanical
- Feb 13, 2020
- 2
Greetings! First time poster here.
Does anyone know of any Standard that discusses calculation methods for thru-rods in hollow, filled, and/or solid CMU block walls for bearing combined shear and tension forces?
I looked at ACI-318 but didn't find any reference to CMU block. The application is for an evenly spaced line of threaded thru-rods along the height of an opening jamb, (being used to attach a wind-loaded rolling door to a CMU wall,) and I want to make sure the block won't break out to the nearest edge or cone through the block. There are large thick washers on the back face of the wall to distribute the load.
My only thought now is to ballpark for it by calculating as I would for Hilti expansion anchors with consideration for CMU block, setting the effective embedment depth to the total thickness of the block, and throwing a healthy FoS on it. But that doesn't work for hollow block, and if there's a more correct way to do it, I'd like to learn it.
Thanks in advance!
Does anyone know of any Standard that discusses calculation methods for thru-rods in hollow, filled, and/or solid CMU block walls for bearing combined shear and tension forces?
I looked at ACI-318 but didn't find any reference to CMU block. The application is for an evenly spaced line of threaded thru-rods along the height of an opening jamb, (being used to attach a wind-loaded rolling door to a CMU wall,) and I want to make sure the block won't break out to the nearest edge or cone through the block. There are large thick washers on the back face of the wall to distribute the load.
My only thought now is to ballpark for it by calculating as I would for Hilti expansion anchors with consideration for CMU block, setting the effective embedment depth to the total thickness of the block, and throwing a healthy FoS on it. But that doesn't work for hollow block, and if there's a more correct way to do it, I'd like to learn it.
Thanks in advance!