jar546
CBO
Is there a way to build a saltbox-style roof, let's say, for example, a 4/12 pitch on one side and a 12/12 pitch on the other, without using a structural ridge?
That appears to be inadequate. I see an upper third collar tie but not a real rafter tie.Trusses, or the structural equivalent thereof.
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In the example above, the long rafter has to be engineered for both the uniform live and dead load and also for the midspan point load introduced by the collar tie.
Again, it can all be engineered and checked for bending, shear, connections. Top plates of the walls can be checked to se if they can act like horizontal "beams" to resist lateral splay, etc.That appears to be inadequate. I see an upper third collar tie but not a real rafter tie.
Don't saltboxes usually have the same slope on each side, just with the ridge off-center? Seems like you could do that with a structural wall/beam on the long side at the same elevation as the top of the tall wall, letting you install ceiling joists/rafter ties in the bottom third of that span as usual.Is there a way to build a saltbox-style roof, let's say, for example, a 4/12 pitch on one side and a 12/12 pitch on the other, without using a structural ridge?
No.Don't saltboxes usually have the same slope on each side
Hmm, the pictures in the Wikipedia page https://en.wikipedia.org/wiki/Saltbox_house suggest that equal slopes are common, e.g. the picture below of a 1672 house in Connecticut.
That is not the same slope on both sides in that pic.Some of the pictures do have multiple slopes on the long side of the roof, but to my eye they almost all have equal slopes at the ridge.
Sorry, you are mistaken in your interpretation of the picture showing inline above. It has the same slope on both sides of the ridge. If you look at the upper triangle on the gable end on the right, just the region above the second floor where the siding plane is proud of the first and second story siding, that's an equilateral triangle, with the base level (the bottom-most row of that siding, level with the front eave). Looks to me like the slope on the roof extension in the back is same as on the main roof at the ridge, but it could be ever so slightly less.That is not the same slope on both sides in that pic.
Fake news. My belief system tells me the slopes are different, therefore it is a fact to me.Sorry, you are mistaken in your interpretation of the picture showing inline above. It has the same slope on both sides of the ridge. If you look at the upper triangle on the gable end on the right, just the region above the second floor where the siding plane is proud of the first and second story siding, that's an equilateral triangle, with the base level (the bottom-most row of that siding, level with the front eave). Looks to me like the slope on the roof extension in the back is same as on the main roof at the ridge, but it could be ever so slightly less.
Cheers, Wayne
Hmm, the pictures in the Wikipedia page https://en.wikipedia.org/wiki/Saltbox_house suggest that equal slopes are common, e.g. the picture below of a 1672 house in Connecticut.
Some of the pictures do have multiple slopes on the long side of the roof, but to my eye they almost all have equal slopes at the ridge.
Cheers, Wayne
Right, and the original post only asked if it was theoretically possible, not if it was prescriptive or efficient.I envision the roof described in the OP as a long shed dormer. The simplest way is to provide a beam or bearing wall with its top at the same height as the outside wall. It can be done the way Yikes showed in post #2. The collar ties would actually have to be raised ceiling joists. The moment in the rafter where the ceiling joists tie in at 1/2 span is triple the moment if they tied in at the base!
So it’s partly a truss, but uses the top chord as a beam to extend the bearing point further to the left.Here is an example to think about. Small buildings are easy because there is very little load.
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