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Anonymous Poster

How much time will this take?

10/01/2007 12:22 PM

Hey everyone,

I am trying to figure out how much time it will take to allow 20 gallons of water into a drain. The water will come from a water tank through a 2 feet long straight PVSC pipe 2" in diameter. The water will be flushed into the drain when the solenoid valve is turned on by a repeat cycle relay timer.

When the valve is turned off, the water will not enter into the drain. It would really help out if someone can provide me with the equations that I need to use to solve this so that I can adapt to different pipe sizes and different amount of water that needs to flush down the drain.

Thanks for the help.

TS

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#1

Re: How much time will this take?

10/01/2007 6:02 PM

These facts and figures are all 'arse about face' as we say in the UK.

I suggest you work out what you actually want to do first....then try and work out how to do it.

Do you need a specific volume ? (20L?)

Does this have to go down the drain at a specific rate? Or in a specific time?

If so what are the existing limiting factors...drain size etc.

Once we know exactly what you want to achieve and preferably, why, a solution may be forthcoming.

That Cat is back hold on to your hat!

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#2

Re: How much time will this take?

10/01/2007 6:17 PM

hii , to start withyour problem first of all u need to calculate the flow rate of the 2" pipe , and that u have to place acontainer of known quantity under the drain pipe and with astop watch calcuate the quntity of water need to fill the container in aknown time that will give you the flow rate in gallons/sec.

using the formula Q=AV where Q is flow rate A is the area of the pipe V is the velocity of the water inside the pipe . you can calculate the velocity from above which seems to be very low in your case then u may find out the size of the pipe which can gives you the required velocity , i hope this brief answer may satisfy your question dont hesitate to ask more if not clear , thank

my e-mail is mohsaishi@hotmail.com

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#3

Re: How much time will this take?

10/01/2007 11:35 PM

"The water will come from a water tank through a 2 feet long straight PVSC pipe 2" in diameter. "

Are we to assume the pipe is vertical or is it horizontal? Makes a world of difference.

You could do an experiment of two as Tom Edison did as plastic drain pipe is pretty cheap.

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Anonymous Poster
#8
In reply to #3

Re: How much time will this take?

10/02/2007 8:05 AM

The pipe will be horizontal. One end of the pipe will go into the drain and the other end of the solenoid valve will be open ended (i.e. in the water tank). So water will enter through the solenoid valve when the valve is open and go through the pipe into the drain.

Im trying to figure out how long it will take for 20 gallons to enter into the drain once the valve is open. The valve needs to be adjustable using the relay timer so that anywhere from 0-20 gallons of water can be flushed down the drain. Hope that clarifies some things.

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#9
In reply to #8

Re: How much time will this take?

10/02/2007 8:23 AM

The internal orifice of the solenoid is likely to be the limiting factor.

Is it a big direct acting solenoid or one with a pilot hole ? (eg it relies on the pressure to open the valve, the solenoid merely opening a small piolt hole)

Try it and see is still the best option ... different solenoids can give very different flows and even manufacturers data may not be right.

Del

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#14
In reply to #9

Re: How much time will this take?

10/03/2007 10:57 AM

Don't you hate it when "Guests" post questions, replies ask for more information, "Guests" reply with a little more information, replies ask for more information, and you never hear from "Guest" again?

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#4

Re: How much time will this take?

10/02/2007 12:43 AM

hi ,

Based on the information given and assuming the tank height 5 (Five ) meters , the time taken to empty 20 gallons of water should be between 4 to 5 seconds. Higher the height of the tank , lesser time required to empty the tank.

regards

basanta

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#5

Re: How much time will this take?

10/02/2007 6:29 AM

Orifices? Reynolds numbers? Surface finish? etc?

My old Chief Engineer, who was once an analyst and theoretician, used to say - Once you have an engine, forget all the calculations and analysis, it's quicker to let the engine tell you what it is going to do.

Your set up is so simple, why not build a prototype?

Georgee

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#6
In reply to #5

Re: How much time will this take?

10/02/2007 6:34 AM

Bravo... exactly !

When it doubt...try it out

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#7
In reply to #6

Re: How much time will this take?

10/02/2007 7:06 AM

You said it Mr Cat...

This is simple and cheap. Set it up and time it.

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#11
In reply to #6

Re: How much time will this take?

10/02/2007 11:01 AM

Absolutely.

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#10

Re: How much time will this take?

10/02/2007 10:22 AM

And when you build your prototype, keep in mind the shape of the tank, particularly in the area of the drain. If there isn't any baffling, Coriolis will kick in and turbulence will ensue.

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#12

Re: How much time will this take?

10/02/2007 11:55 AM

You can probably find the pipe coefficients you need on the internet, but the valve Cv (I think this is the correct term) may be a little tougher. The manufacturer may have the information.

You also haven't told what the tank height and diameter is, which is necessary to calculate the flow rate. What's the height of water? Will it drain out completely? Will 20 gal. flow from 1000 gal in the tank?

Need more information, then the differential equation describing the flow can be written.

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#13

Re: How much time will this take?

10/02/2007 5:27 PM

Flow rate will depend upon pressure if you're below choke flow which I assume you will be. Since the source of your water is from a water tank, it could vary considerably if the lower level of the tank is close to the same level as the solenoid valve. This is only important if you require an exact amount of water each time.

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#15

Re: How much time will this take?

10/03/2007 7:38 PM

Have you heard of the 'dip-stick' test? Well try my 'bucket-test'.

Take a bucket , fill with water, mark bucket with marker at every gallon. Discharge the water out in bucket for 1 sec. calculate quantity of gallons . Repeat 2/3 times till you get accurate. Divide 20 gallons by calculated gallons/sec & "presto" - you found out the time taken to discharge 20 gallons thru 2 feet long straight PVSC pipe 2".

Next Question?

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#16
In reply to #15

Re: How much time will this take?

10/04/2007 2:30 AM

'Next Question?'

Where do I buy a 2" bucket hole?

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#17
In reply to #16

Re: How much time will this take?

10/04/2007 10:16 AM

You put a few holes in a drawer a while back. If none of them are big enough, put in a larger one.

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#18
In reply to #17

Re: How much time will this take?

10/04/2007 2:01 PM

Cheers..I'd forgotten where I put 'em!

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#19
In reply to #16

Re: How much time will this take?

10/04/2007 3:15 PM

Nice Question. My bucket doesn't have that big a hole 2" so I cannot offer him. He has to find his.

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