nicbarbs
Structural
- Mar 14, 2024
- 3
Hi all, long time listener first time caller.
I have spent a chunk of time with solar panel/solar racking suppliers in the last few years. It is well known that the solar panel loading in Appendix B.6.1 (Formerly Appendix D6) are a bit vague, as they only cover flush mounts on residential roofs within strict conditions. Many suppliers extrapolate this slightly with advice from wind engineers, or they seek wind tunnel testing for particular conditions and generally establish coefficients. This all seems reasonable and I am generally comfortable with the principles and parameters defined.
The biggest struggle is defining the loads on the base structure. Justifying that a solar array does or does not increase the overall load on a structure beyond its weight. We typically consider:
[ul]
[li]1.2G+1.5Q - if we've allowed Q=0.25kPa, the overall weight of panels (~0.15kPa) can fit within the live load allowance, with enough allowance for temporary stacking, hail etc[/li]
[li]0.9G+Wu(reversal) - It is a goal to justify any additional wind action is countered by the extra weight of panels (~0.15kPa)[/li]
[li]1.2G+ψcQ+Wu - Generally live load is ignored for roof (ψc = 0). So this clause makes clear we need to account for extra weight of panels, regardless of wind load.[/li]
[/ul]
The biggest unknown is the load on the ROOF STRUCTURE induced by the panels. Clause B.6.1 snuck in this note (Attached) which everyone seems to ignore when discussing solar panel loads. Every google search only discusses B.6.2 which covers non-tracking tilt ground mounts. And hence I cannot for the life of me interpret this subclause.
The most simple interpretation is that say my racking has a Cshp of -1.7, I can apply a factor of +0.6 on my roof? ie a downwards pressure? But it could act simultaneously, so could the net Cshp on my panel be -1.1? Or is it +0.6 for an outward pressure, causing a net Cshp of -2.3 on my panel?
I cannot find any discussion on this note and it makes absolutely no sense to me.
I have seen wind tunnel results where the pressure on taps directly applied to the roof with panels are much higher than the 'area average net' pressure between taps above and below a panel. And I cannot for the life of me interpret the expected physical behaviour of the roof under a panel.
Does anybody know the origin of this new subclause comment? Or shed light on expected behaviour?
I have spent a chunk of time with solar panel/solar racking suppliers in the last few years. It is well known that the solar panel loading in Appendix B.6.1 (Formerly Appendix D6) are a bit vague, as they only cover flush mounts on residential roofs within strict conditions. Many suppliers extrapolate this slightly with advice from wind engineers, or they seek wind tunnel testing for particular conditions and generally establish coefficients. This all seems reasonable and I am generally comfortable with the principles and parameters defined.
The biggest struggle is defining the loads on the base structure. Justifying that a solar array does or does not increase the overall load on a structure beyond its weight. We typically consider:
[ul]
[li]1.2G+1.5Q - if we've allowed Q=0.25kPa, the overall weight of panels (~0.15kPa) can fit within the live load allowance, with enough allowance for temporary stacking, hail etc[/li]
[li]0.9G+Wu(reversal) - It is a goal to justify any additional wind action is countered by the extra weight of panels (~0.15kPa)[/li]
[li]1.2G+ψcQ+Wu - Generally live load is ignored for roof (ψc = 0). So this clause makes clear we need to account for extra weight of panels, regardless of wind load.[/li]
[/ul]
The biggest unknown is the load on the ROOF STRUCTURE induced by the panels. Clause B.6.1 snuck in this note (Attached) which everyone seems to ignore when discussing solar panel loads. Every google search only discusses B.6.2 which covers non-tracking tilt ground mounts. And hence I cannot for the life of me interpret this subclause.
The most simple interpretation is that say my racking has a Cshp of -1.7, I can apply a factor of +0.6 on my roof? ie a downwards pressure? But it could act simultaneously, so could the net Cshp on my panel be -1.1? Or is it +0.6 for an outward pressure, causing a net Cshp of -2.3 on my panel?
I cannot find any discussion on this note and it makes absolutely no sense to me.
I have seen wind tunnel results where the pressure on taps directly applied to the roof with panels are much higher than the 'area average net' pressure between taps above and below a panel. And I cannot for the life of me interpret the expected physical behaviour of the roof under a panel.
Does anybody know the origin of this new subclause comment? Or shed light on expected behaviour?