SNORGY
Mechanical
- Sep 14, 2005
- 2,510
Hi folks.
Is there an accepted methodology to estimate the reverse flow through a centrifugal pump assuming the discharge check valve has failed simultaneously with the pump not in operation? I have a situation where I am being asked to size a relief valve on the suction side piping on the basis of check valve failure on the discharge side. Per API 521, the reverse flow through two identical check valves in series (which is one of the things I am looking at) would (could) be based on 10% of the forward flow Cv through one of the two valves. I also have a discharge pressure control valve in the system which has a wide-open Cv that I can take credit for. I end up with an equivalent Cv given by Cvt = [(Cv1^2*Cv2^2*Cv3^2)/(Cv1^2*Cv2^2 + Cv1^2*Cv3^2 + Cv2^2*Cv3^2)]^(1/2); sadly, in my case, the resulting Cvt = 99, and thus the requirement for an enormous PSV results on the suction piping. In the ideal case, what I'd like to do is estimate an equivalent reverse flow Cv4 for the pump itself and derive an expression similar in form to this one (which I have done) in the hopes that the pump Cv4 is small enough to pull the PSV down into the "D" thru "G" orifice range.
If I do this, I end up with Cvt = [(Cv1^2*Cv2^2*Cv3^2*Cv4^2)/(Cv1^2*Cv2^2*Cv3^2 + Cv1^2*Cv2^2Cv4^2 + Cv1^2*Cv3^2*Cv4^2 + Cv2^2*Cv3^2*Cv4^2)]^(1/2); then all I need is Cv4.
I might be able to get an estimate of the worst case reverse flow through the stopped (not running) pump from the vendor, or else by rationalizing it in terms of an energy balance at various points on the pump curve and quantify the wasted energy as proportional to fluid that "slips" (i.e., is not delivered) for each given head. But...it feels a bit hokey to me. I just wondered if this situation has been encountered by someone before and what the accepted practice might be. It might end up requiring a LOPA or SIL study to avoid the PSV.
Thanks in advance.
Is there an accepted methodology to estimate the reverse flow through a centrifugal pump assuming the discharge check valve has failed simultaneously with the pump not in operation? I have a situation where I am being asked to size a relief valve on the suction side piping on the basis of check valve failure on the discharge side. Per API 521, the reverse flow through two identical check valves in series (which is one of the things I am looking at) would (could) be based on 10% of the forward flow Cv through one of the two valves. I also have a discharge pressure control valve in the system which has a wide-open Cv that I can take credit for. I end up with an equivalent Cv given by Cvt = [(Cv1^2*Cv2^2*Cv3^2)/(Cv1^2*Cv2^2 + Cv1^2*Cv3^2 + Cv2^2*Cv3^2)]^(1/2); sadly, in my case, the resulting Cvt = 99, and thus the requirement for an enormous PSV results on the suction piping. In the ideal case, what I'd like to do is estimate an equivalent reverse flow Cv4 for the pump itself and derive an expression similar in form to this one (which I have done) in the hopes that the pump Cv4 is small enough to pull the PSV down into the "D" thru "G" orifice range.
If I do this, I end up with Cvt = [(Cv1^2*Cv2^2*Cv3^2*Cv4^2)/(Cv1^2*Cv2^2*Cv3^2 + Cv1^2*Cv2^2Cv4^2 + Cv1^2*Cv3^2*Cv4^2 + Cv2^2*Cv3^2*Cv4^2)]^(1/2); then all I need is Cv4.
I might be able to get an estimate of the worst case reverse flow through the stopped (not running) pump from the vendor, or else by rationalizing it in terms of an energy balance at various points on the pump curve and quantify the wasted energy as proportional to fluid that "slips" (i.e., is not delivered) for each given head. But...it feels a bit hokey to me. I just wondered if this situation has been encountered by someone before and what the accepted practice might be. It might end up requiring a LOPA or SIL study to avoid the PSV.
Thanks in advance.