TheDarnoc
Mechanical
- Jul 18, 2005
- 8
Most of my fluid dynamics classes dealt with nice and neat steady state flow problems, but it turns out that now I need to know about how a system will start up.
Dilemma: I have a system where I have an inlet and then two flow paths (the fluid is water, say at room temperature). The goal is to have the water in branch A reach the 'same' endpoint/reservoir before branch B. However, I need branch B to have a much larger flow rate than branch A when they finally meet at the reservoir. I have limited space so just lengthening branch B could be an option, but it would be very difficult. Furthermore, the process being used to create the geometry is difficult to control (+/- 0.05").
One thought I had is to have a series of venturi orifices in branch B order to slow down the flow initially, but when it reaches steady state, the losses will be minimal. Is it worth it to perform a test?
Just to give you an idea of the dimensions: branch B has a diameter of ~0.75" and a length of ~18"; branch A has 2 sharp-edged orifices of diameter ~0.25" then goes into a chamber and then into 20, ~0.2" diameter sharp orifices (imagine a hose with holes in it).
There exists a proper 'ratio' of the two flow rates, but that is during steady state.
Alternate ideas on how to solve this problem would be wonderful BUT I'm mostly interested in an evaluation of my series venturi's idea.
-Con
Dilemma: I have a system where I have an inlet and then two flow paths (the fluid is water, say at room temperature). The goal is to have the water in branch A reach the 'same' endpoint/reservoir before branch B. However, I need branch B to have a much larger flow rate than branch A when they finally meet at the reservoir. I have limited space so just lengthening branch B could be an option, but it would be very difficult. Furthermore, the process being used to create the geometry is difficult to control (+/- 0.05").
One thought I had is to have a series of venturi orifices in branch B order to slow down the flow initially, but when it reaches steady state, the losses will be minimal. Is it worth it to perform a test?
Just to give you an idea of the dimensions: branch B has a diameter of ~0.75" and a length of ~18"; branch A has 2 sharp-edged orifices of diameter ~0.25" then goes into a chamber and then into 20, ~0.2" diameter sharp orifices (imagine a hose with holes in it).
There exists a proper 'ratio' of the two flow rates, but that is during steady state.
Alternate ideas on how to solve this problem would be wonderful BUT I'm mostly interested in an evaluation of my series venturi's idea.
-Con