Image Credit: Energy Vanguard The test setup used in the Texas A&M study on flex duct.
Image Credit: Kevin Weaver and Charles Culp, PhD, PE Table of compression and sag for the flex duct used in the Texas A&M study.
Image Credit: Kevin Weaver and Charles Culp, PhD, PE Results for 0% compression.
Image Credit: Kevin Weaver and Charles Culp, PhD, PE Results for 4% compression
Image Credit: Kevin Weaver and Charles Culp, PhD, PE Results for 15% compression
Image Credit: Kevin Weaver and Charles Culp, PhD, PE Results for 30% compression
Image Credit: Kevin Weaver and Charles Culp, PhD, PE Results for 45% compression.
Image Credit: Kevin Weaver and Charles Culp, PhD, PE Sharp turns in flex duct are outside the scope of the Texas A&M study. Such deficiencies would make the air flow problems of flex duct with longitudinal compression even worse.
Image Credit: Energy Vanguard
Sagging flex duct is bad for air flow. We all know it. We all talk about it. It turns out there’s research data to prove it, too. Texas A&M did a study a few years ago to look at the pressure drop that occurs for different levels of compression. If you’re not familiar with this study, the results may astound you.
Papers about scientific research aren’t always the easiest reading, but stick with me and I’ll see if I can make this one as painless as an Irish Car Bomb. (I’m talking about the drink, not an actual bomb, silly!) The paper I’m writing about here is Static Pressure Losses in 6, 8, and 10-inch Non-Metallic Flexible Ducts, (pdf) by Kevin Weaver and Dr. Charles Culp. If you’d like to read it, click that link in the last sentence and dive in. If not, let me give you what I see as the big takeaways in their work.
What they did
Briefly, the researchers set up a test apparatus that let them control the air flow through a section of duct, both rigid and flex. Then they changed some of the properties of the flex duct to see what happened to the air flow and static pressure. The diagram below (Image #2 at the bottom of the page) shows the test apparatus.
The variables they looked at were:
Compression of flex duct – How long was the duct compared to its maximum stretch? They looked at 5 variations here: maximum stretch and compressions of 4%, 15%, 30%, and 45%. Note that compression in this use refers to the degree that the duct wasn’t stretched out to its full length. It has nothing to do with being squeezed around the middle.
Support – They supported the flex duct in two ways. Either it was completely supported on a board, or it was supported on 1.5 inch wide joists that were 24 inches on center. The board-supported duct had only compression. The joist-supported duct had both compression and sag.
Sag – With joist-supported duct, they looked at natural sag and long-term sag. The difference between the two is that long-term sag represents and extreme case.
Duct size – They used 6-inch, 8-inch, and 10-inch diameter round ducts.
The table (Image #3, below) shows the amount of sag for the different compression percentages and duct sizes. Note the highlighted cells. They point to the sag for the 6-inch duct, which is the size I’m going to focus on in this article. At low compression, the natural and long-term sag are the same. When you get up to 30% sag, though, they begin to diverge. At 45% compression, the 6-inch duct has 7 inches of natural sag and 11.5 inches of long-term sag.
What they found
The researchers looked at the static pressure in inches of water column (i.w.c.) versus air flow in cubic feet per minute (cfm). They compared what happens in various states of compression for flex duct to what happens in rigid metal duct. Each graph below (Images #4 through #8) is for a different compression, beginning with a perfect installation that has no compression.
Also, each graph suffers from the tendency of academics to make things too complicated. They show as many as 12 curves on one graph. Ughh! I didn’t have time to replot the data and make them easier to understand, so I’m going to direct your attention to the data for the 6-inch ducts only. They’re the ones with the circles for data points. Just ignore all the triangles and squares.
0% Compression. What you see in the first graph is that there’s essentially no difference between perfectly installed flex duct and rigid metal duct. The curves for the two types overlap almost perfectly when you pull the inner liner of flex duct tight.
4% Compression. The second graph shows what happens when you leave just a little bit of slack in the inner liner of the flex duct. It’s just 4%, but notice the big difference between the flex and the rigid metal duct here. The joist- and board-supported flex overlap each other but are both significantly higher than the rigid metal duct.
Looking at the 6″ duct data (the circles), find where each curve crosses the 0.1 i.w.c. static pressure line. If you read the air flow for each, you’ll see that the 4% compressed flex is moving about 70 cfm, whereas the rigid metal duct is moving about 110 cfm. Wow! That’s a huge difference and we’re only at 4% compression!
What this analysis shows is that the lower the curve on this graph, the better. The higher it is, the worse it is.
15% Compression. The performance of flex duct at 15% compression is significantly worse than sheet metal and also worse than flex at 4% compression. We can tell it’s gotten worse than at 4% compression because the scale of static pressure has increased. At 0% compression, the maximum static pressure was 0.225 i.w.c. At 4% compression, it rose to 0.8 i.w.c. Here at 15% compression, the static pressure scale goes all the way up to 3 i.w.c.
In addition, we see a new pattern developing. Now we see a difference between joist-supported and board-supported flex. You know which one is worse without even looking, right? (Recall from the last graph that the higher the curve, the worse it is.)
Another way to look at this is to notice that to keep the 70 cfm we had at 0.1 i.w.c. with 4% compression, we now have to have 0.25-0.5 i.w.c., depending on whether the flex is board- or joist-supported. Higher pressure means more fan power, which means more energy use.
30% Compression. Again, we see a big drop in performance. The curves move up. The maximum on the pressure scale this time is 7 i.w.c. To maintain 70 cfm in flex with this level of compression, we need 0.5-1.0 i.w.c. That is, more fan power and more energy use.
Also, they’ve plotted the other type of joist-supported data, those for long-term sag (i.e., worst case). Natural and long-term sag aren’t so different at 30% compression, though. Hmmm. I wonder what the 45% data will show?
45% Compression. Surprise! Surprise! Well, OK. There’s no surprise here. Everything again is much worse. The scale now goes up to 9 i.w.c. The flex with long-term sag is significantly worse than the flex with natural sag, which is worse than board-supported flex.
And to get 70 cfm of air flow in the ducts, we need nearly 1 to nearly 2 i.w.c. of pressure.
The big takeaways
Actually, that’s a pretty good title for this section. The big takeaways are that flex duct not pulled tight takes away a lot of air flow if you have a fixed-speed blower or it takes away a lot of your money if you have a blower that tries to maintain the flow no matter what it does to the pressure.
Also, apparently these data were the subject of a lot of debate on the Manual D committee. According to David Butler:
“When the latest (3rd) edition of Manual D was in development, there was a lot of discussion about friction rates of poorly installed flex. Texas A&M, having studied this, provided data from its research for inclusion in the manual, the idea being to give designers an idea of real-world friction rates, and hopefully persuade diligent contractors to follow recommended installation practice.”
He wrote that in a comment in my earlier article about how to install flex duct properly. In that article I posted a related diagram from the Air Diffusion Council’s installation manual for flex duct. It showed that when flex duct has 15% compression, you should double the friction rate. When it has 30% compression, you should quadruple the friction rate. (They don’t discuss 45% compression.)
If you look at these data from the Texas A&M study, you can see that the doubling and quadrupling are actually a bit optimistic. For joist-supported flex at 30% compression, for example, it’s more like a factor of 10, not 4.
Of course, you could use the data from this study to aid your design, and they do show all this now in Appendix 17 of Manual D. To design for proper air flow with improperly installed ducts would be downright stupid, though. If you can’t install it properly, use rigid metal duct.
Is flex duct worth the effort?
In my opinion, flex duct is just fine as long as you don’t abuse it. Pull it tight. Use it mainly for straight runs. Occasionally, you may find a place where you can make a long, gentle turn, and that can be OK. The analysis done by the Texas A&M researchers, however, applied only to straight runs of flex duct. It doesn’t apply to the extra turbulence you get when you make a mess of turning the air. If you do really stupid stuff, like put a sharp kink in it (as shown in Image #9, below), that only adds to the problems of the liner not being pulled tight.
The problem is that most flex duct is installed horribly. The two photos I’ve included in this article are a tiny part of my collection. (Be sure to check out my new favorite duct disaster!) But installers get away with it by oversizing the heating and air conditioning systems so the bigger blower might have a chance of making the house reasonably comfortable.
There you have it. Flex duct can work, or it can go horribly wrong. Now, you bring the Guinness, I’ll bring the Jameson and the Bailey’s, and we can start discussing the deeper issues like double-stud walls versus exterior insulated walls, the proper metric for measuring the airtightness of Passive Houses, and whether or not Joe Lstiburek can stand on his head, drink a beer, and sing O Canada all at the same time. And after a couple or five Irish Car Bombs, we may all be standing on our heads.
Allison Bailes of Decatur, Georgia, is a speaker, writer, energy consultant, RESNET-certified trainer, and the author of the Energy Vanguard Blog. Check out his in-depth course, Mastering Building Science at Heatspring Learning Institute, and follow him on Twitter at @EnergyVanguard.
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High Velocity Systems?
What effects would you say this has on the choice of and installation of high velocity systems? They seem to be built around more and smaller flex ducting.
Response to George Frick
Good question. This study didn't look at high velocity systems, which operate at higher pressures and use smaller ducts, but perhaps we can infer a bit from the graphs. Smaller ducts suffer more from compression. That's because the surface plays a much bigger role, and in smaller ducts there's a lot more surface for a given volume of air. So if you do a high-velocity system with flex duct, it seems that compression could hurt you a lot.
Anyone know of data on this subject?
Could we also conclude that the effect is more pronounced in smaller diameter ducts? Is it also fair to say that 4" diameter ducts would have a steeper penalty?
Response to Greg Labbe
Yes! Just look at the graphs above and you can see that that's true.
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