RFreund and AELLC,
The SE of record maintains that this 4' panel method is stronger than a 30' or 100' long traditional wood shear wall. Again, his primary statement is that this method won't 'crumple like a piece of paper'. It is more expensive because of more anchors and because the SE insists on OSB for all shear wall panels.
I am trying to understand why this method is stronger.
When Oldrunner says it is the same as tilt-up or pre-cast concrete, it is. Pre-cast are typically 8' panels. Concrete panels are typically 8" thick with 2" of insulation. Construction would seem to dictate that one would have weld plates at each 4' section if these walls are used in shear. But one could also have weld plates welded together to take advantage of the moment arm and reduce the uplift too like a traditional shear wall does. It seems the SE of record is seeing that wood walls could and should be done similarly.
The SE provided a hand calculation sheet for a 40' wide load area. He calculates the total overturning moment and divides that by the amount of panels (12 for a 48' long shear wall). He then divides the reduced moment by 4' to get to his uplift. What I don't understand is why that wouldn't be calculated by summing moments instead. When I do that calculation , I find that the wall will take 3 times the load which is, curiously, how much the wall is supposedly over-designed according to the second engineer who was enlisted to evaluate the first. I see that you might also be able to take this one step further and sum moments around one point for every 16" stud space and reduce this overturning to little clips like stitching a pocket rather than having big grommets at the corners of a pocket. Levi, though, does both.
Then engineer definitely does like to simplify. I'm not sure earthquake was a consideration given that Indy is in the lowest category. All drawings were hand sketches and the leasing building utilized 2x8 diagonally at 10' on center to tie down the roof to the shear walls. The truss manufacturer said he never saw such a solution. The options were to provide a wood diaphragm on the bottom chords or move the 2x8 to the top of the bottom chord.
The second engineer does forensics and says the first engineer causes all sorts of red flags to be sent up for him. He then provided a 150 page, computerized report with one leading paragraph of 7 lines that says the design works but is only utilizing 33% of its capacity for wind; 66% for earthquake (apparently earthquake is at least equivalent to wind). The only recommendation was where the engineer had to use 3/4" plywood. The second engineer said to use 16d rather 12d at 4" o.c. The contractor's response was expected; "that's a lot of nails"
One of the advantages to this 4' panel method, as I see it, is that it moves the boat-anchor concrete chunks from the hold-down locations to all along the thickened slab which is the way it was designed. These thickened slabs are 36" wide by 18" thick with (4)#6 continuous.
What I see is that 8":4' is stronger than 4":4' and 3 1/2":4' with OSB is stronger than with gypsum board.
If the wall is braced laterally top and bottom, then, from a beam-column viewpoint, its L/r would be the same for a 30' or 100' length (in plan) as for a 4' section. So how does the engineer see his method as being stronger? If the wall is not braced laterally top and bottom, then I can see how a 4' section is stronger than a 30' or 48' section. The beam-column 'web' would cripple or 'crumple' like the engineer says. So, I assume, the engineer sees it this way.
So how is this method stronger? Or is it? It apparently works ... even more than it needs.