Patio Cover

What is the load that is bearing???

Look closer. The two outer beams are cantilevered. The rafters are attached to the exterior framed wall. And as Jeff said there in no “Load”.

lol and smh at myself, I saw those beams the first time I looked and came to that conclusion…that’s why I asked about how far of a span that was, I admit I don’t have a clue at how far a beam can span like that, what about if the homeowner adds 2-3 20-30 lb hanging planters lol?

What if a homeowner decides to place a hot tub on the roof?

Really. Do we even need to go there?

Can anyone tell me which of the members are cantilevered, how far, or how they are fastened? There is simply not enough information in this photo to tell whether any of the components of this structure are sufficiently cantilevered or fastened to make this configuration viable in the long run.

Cedar is very light and very strong, but not immune to the forces of gravity, and hanging plants or other items from the beams is just the sort of thing a home owner might do. The very least I would recommend the placement of a support at the corner.

The above would be the basis for a Narrative for your report.

What you need to see is hidden within the walls. Without seeing the drawings/prints, it’s all a WAG. I know what I suspect the method that was used, but that is simply an assumption, not a fact.

lol, I get your point but most homeowners can’t put a hot tub on the roof by themselves in 5 minutes like they could hang some plants or anything…I will continue to admit I don’t have a clue how far a beam like that can extend without any other support, just guessing but that look like 12-14 feet from my computer screen

Agreed!

Well, if it’s just 12-14 feet from your computer screen, walk over and measure the damn thing! :grin:

I can see it now, a new hammock attached to the ones that are not cantilevered. :roll:

In Roy’s pic the beam already seems to be out of level, this is new construction?

We’ve learned that cantilevered framing presents concerns for wicking, thermal bridge and other moisture concerns… If there is no means of flashing or similar look at the stucco near the areas where the rafters or beams project from the exterior cladding, between the stress and materials I’d guess cracking etc. Rare to see much in the way of cantilevers like that anymore. How many times have we seen where framing that projects from exterior cladding having decay and damage, never mind the wood has little pitch or means to drain.

As Jeff J said, and as it’s new construction… to question it solely on means of a structural standpoint is probably not a fruitful one. However, who builds something like that without at least blocking? I’ve not seen something like this before… Is the beam holding up the rafters or are the rafters holding up the beams, bizarre. Fast forward to the future, I can’t imagine it’s not a warped and twisted mess.

Well now, that surely is the conversation starter the architect intended it to be. The beams support the joists, which is not what your eye tells you when you first look at it. How the outside corner stays up is a point of intrigue.

I wonder if the OP will ever chime in on what he physically saw and/or how he documented it, and put us out of our misery of trying to decipher from a MLS photo. Hopefully, he didn’t touch it during the inspection subsequently causing the perplexing pergola to come crashing down and squishing him in a tangled mess of twisted lumber and cantilevered beams.

it’s a rep/dem arbor
it’ll expect support from the fence as it fails

it’s a rep-dem arbor
it’ll expect support from the fence-base as it fails

For those saying Cantilever … it looks 6’-8’ out SO how far in would it need to be to be a proper cantilever ???

“Braced Cantilever”… whereas the brace is ‘hidden’ within the wall or attic space.

https://www.nachi.org/forum/data:image/png;base64,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

https://qph.ec.quoracdn.net/main-qimg-24c53521ba8b1aabb3b1f76ae260cd55

House does no look like that kinda room … SO how far back inside??