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#1
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Re: pneumatic catapults
What's the intuition for this? If we have four .25 L cylinders, shouldn't it take just as long to fill those as it does to fill a single 1 L cylinder?
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#2
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Re: pneumatic catapults
It's a flow problem. At what point in the system is the flow most restricted?
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#3
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Re: pneumatic catapults
I would argue that the flow would be more restricted when going to many different outlets, but I could be totally off base.
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#4
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Re: pneumatic catapults
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The max flow into a 1" bore cylinder is going to be exactly the same as into a .25" cylinder because the input is the constraining factor on both of them. |
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#5
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Re: pneumatic catapults
Primary constraint is the solenoid flow rate (CV rating). If you use multiple cylinders, you can use multiple solenoids. This gives you a higher effective CV rating.
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#6
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Re: pneumatic catapults
addciv got the key point, but was probably not clear enough for many. Let me be a bit more explicit:
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Last edited by GeeTwo : 30-10-2016 at 23:27. |
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#7
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Re: pneumatic catapults
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Why would filling two pistons from one solenoid, vs 2 pistons from 2 solenoids, be faster? |
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#8
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Re: pneumatic catapults
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There used to be a rule that limited the Cv (flow coefficient) of solenoid valves on the robot, causing the solenoid to be a bottleneck in the flow path. That rule has since been removed. However, larger Cv solenoid valves are generally larger and/or heavier, so multiple cylinders on multiple solenoids may be a good alternative depending on your design constraints. |
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#9
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Re: pneumatic catapults
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By the way, watch out for the Cv rating on components. We've seen some come in where the solenoid was advertised at one Cv rating, but the fixtures had only a tiny hole for air to pass through and so the effective Cv rating was significantly smaller. |
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#10
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Re: pneumatic catapults
It wouldn't - it would be slower, assuming all of the solenoid valves are of the same type and that they are the limiting factor.
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