Guastavino
Structural
- Jan 29, 2014
- 381
All,
I saw a couple old threads on this that were great, but they are closed and I'd like to take up the issue again. I'm designing a wood framed building (including wood shear walls) with a CMU decorative veneer. The top of wall elevation is consistent (small sloped roof) at 42'. I understand the use of the 30' limit in Chapter 6 of TMS-402, but I'm curious about what people consider the "Alternative design" in TMS-402-08 section 6.2.1 allowing unlimited height.
My thoughts:
1. 42' doesn't concern me as long as I take in to account wood shrinkage, CMU thermal expansion, CMU shrinkage, and inform the architect to account for such details.
2. I know shelf angles to wood are used, but I feel like that is potentially more problematic than going an additional 12'. Those detail introduce wood creep, proper angle installation, expensive difficult to build details, etc.
I'm curious what other things you all would consider for the rational design using 6.2.1, and if you've used it successfully?
Thanks,
Nick
I saw a couple old threads on this that were great, but they are closed and I'd like to take up the issue again. I'm designing a wood framed building (including wood shear walls) with a CMU decorative veneer. The top of wall elevation is consistent (small sloped roof) at 42'. I understand the use of the 30' limit in Chapter 6 of TMS-402, but I'm curious about what people consider the "Alternative design" in TMS-402-08 section 6.2.1 allowing unlimited height.
My thoughts:
1. 42' doesn't concern me as long as I take in to account wood shrinkage, CMU thermal expansion, CMU shrinkage, and inform the architect to account for such details.
2. I know shelf angles to wood are used, but I feel like that is potentially more problematic than going an additional 12'. Those detail introduce wood creep, proper angle installation, expensive difficult to build details, etc.
I'm curious what other things you all would consider for the rational design using 6.2.1, and if you've used it successfully?
Thanks,
Nick