I can see how a single barrier downdraft would work. It would cause the mass of air to build up at the barrier and to continue flowing would need to move into the dig and then find the inlet to the pipe. However, you may find that it isn't sucking the pooled CO2 out of the dig, just creating a different route for the air to flow. It wouldn't be a suction effect, just a re-routing of the airflow. This would actually be the same effect as blowing air into the dig.
But I doubt if you need a high vacuum to be created, you just need to be able to keep the CO2 moving out of the dig at a constant rate.
Also, you don't need to have a huge pressure differential as it works by creating a force due to the pressure differential which then accelerates the CO2 out of dig through the suction tube. As the CO2 has only a small mass, then the pressure differential only needs to be small to achieve quite a high acceleration. (Anyone who's physics is a bit more recent able to confirm this for me?
ldgit: )
The amount of CO2 exhaled in each breathe is not great and I reckon that if the suction pipe were placed so it was exhausting the pool of CO2 that would collect at the lowest point, then it may work okay.
I don't think it would make a difference if it was water or air moving. They can both be treated as a fluid and Bernoulli's principle is related to the rate of flow, the faster it is the greater the pressure differential.
The draft in the Carno Adit is one hell of a wind. Not sure if the rate of flow has ever been measured but I know how cold it can be to stand around in it.
The velocity of a fluid moving in a pipe is inversely proportional to the cross-sectional area, so, if you halve the diameter of the tube it moves in, you double the velocity.
I reckon that the Carno Adit is an eggy-shape about 2 metres high. If we assume this to give a cross-section of about half that of a circle of equal diameter (as a guess), then this is a cross sectional area of about 5 sq-metres. If this is reduced by blocking the adit down to a narrow tube of only 7cm (the size of my coffee cup). This gives a new cross-sectional area of only This means that the velocity of the air will increase by a factor of 0.35/5 or by 14 times faster. So if the air is moving down the adit at a velocity of 1 m per s, then this will become 14 ms-1, quite an increase.
I think as well that the suction would be related to the force generated by accelerating the air through the reduced pipe and if this is simply the old F=ma then it should be F = (density of air) x (volume of air) x acceleration. That would turn out quite large. Must be some equations out there somewhere, effectively it's a Venturi tube so I bet there is a few sites dealing with it.
I bet that the main problem would be attaching the sheeting securely to the walls without it being blown off by the mass of air behind it.
Anyway, I was supposed to be working, but that was more fun. Now I'm off to me evening class. :dancing: