Ryza00
Mechanical
- Sep 19, 2013
- 5
Hello,
On site one of our bursting disks is situated in a vent on top of the roof. The vent is covered by a canvas weather enclosure to prevent any water from gathering on the vent side of the bursting disc.
The weather enclosure is held down by a ratchet strap slung around the canvas and tightened around the circumference of the vent pipe, no holding down points etc. A question was raised recently: If the bursting disc were to rupture what pressure would the weather enclosure "blow off the vent". The bursting disc set pressure is only 0.1bar so there was a thought that potentially the weather enclosure could hold in the pressure, which I think is unlikely but would like to be able to demonstrate this without blowing the bursting disc!
Is it a "simple" case of finding the co-efficient of friction between the canvass and stainless steel pipework and using the applied force by the ratchet to calculate the force required to "blow it off" and then translate this into the pressure required from the vent pipework?
Or I'm I thinking too simplistic?
On site one of our bursting disks is situated in a vent on top of the roof. The vent is covered by a canvas weather enclosure to prevent any water from gathering on the vent side of the bursting disc.
The weather enclosure is held down by a ratchet strap slung around the canvas and tightened around the circumference of the vent pipe, no holding down points etc. A question was raised recently: If the bursting disc were to rupture what pressure would the weather enclosure "blow off the vent". The bursting disc set pressure is only 0.1bar so there was a thought that potentially the weather enclosure could hold in the pressure, which I think is unlikely but would like to be able to demonstrate this without blowing the bursting disc!
Is it a "simple" case of finding the co-efficient of friction between the canvass and stainless steel pipework and using the applied force by the ratchet to calculate the force required to "blow it off" and then translate this into the pressure required from the vent pipework?
Or I'm I thinking too simplistic?