I'm thinking through an install of a new combination boiler in my house, and am confused with respect to picking the correct size circulator pump. I've found a few different references (e.g. https://www.taco-hvac.com/uploads/FileLibrary/SelectingCirculators.pdf) which lay out that you need:
- A sufficiently high flow rate through the loop to heat the home, and ensure proper functioning of the air separator
- A sufficiently low flow rate to avoid noise or undue strain on the pipes
As a rough example, let's say I have 3 heating zones with 3/4" copper pipe in my house. To make it as simple as possible, let's just say each zone is identical (same head loss, etc.). I calculate I need 12 gpm to heat the whole house with a 20F drop between supply and return water. When all 3 zone valves are open, the flow is divided among the zones and there is a flow of 4 gpm through each, which is fine for 3/4" copper pipe. I would expect if only one zone valve is open, that I would end up with 12 gpm through the single zone, which is way too high for the same pipe. What am I missing?
Best Answer
You may consider boiler maximum power (30kW = 26kcal/h ), because you must be able to handle the heat your boiler can produce at full power.
difference in temperature between flow and return [usually 10°C, 20°C on condensing boilers] 20F (11K) is ok for standard boiler. If you have a condensing one I suggest you to increase the delta to 20K to both run your boiler at bigger efficency and reduce electricity need at the pump]
and get a pump that can hold that flow, in our case [10K delta] 10kcal/kg or about 2.6mc/h [1.3mc/h for 20K delta]
[26kcal/[1kcal/kg K] * [1Kg/L]] of water, then measure maximum water column you need on your system and choose a pump that can handle that flow for water column you have.
You should get zone valves with 'built in by-pass', so the flow is the same in any configuration (3 zone open 860L/h all trough the rads, if two zones are closed you have 1700L/h flowing trough by-passes and 860L/h flowing trough the only zone that is open and so on).
Anyway, 2.6mc/h (similar to your 12gal/min) won't fit well over 3/4" (20mm internal diameter) pipe because of excessive water speed (around 2m/s) that results in noisy pipes, it also will have quite high head (about 20cm wc per metre of pipe)
Anyway, flow [mc/h] = max power [kcal/h] / deltaT [K] (I use calories because 1Kcal heats 1Kilo of water 1K making calculation easy)