The discharge in litres per minute from a nozzle is measured by taking two thirds of the diameter of the nozzle squared and multiplying it by the square route of the pressure of the water received at the nozzle.
L=2/3 d2 √p
To obtain this pressure you have to calculate the frictional loss in each length of hose and take into account the reduction and or increase in pressure due to changes in height. There is also a loss in pressure due to the creation of flow and the turbulence created by entry of the water into the pump.
That is the reason the correct tactic is for a fire fighting pump to be positioned close to a hydrant with as short a length as possible between it and the hydrant. With the pressure feed going directly into the eye of the pump through a collecting head rather than into the tank filler. This way you obtain the maximum pressure from the hydrant rather than only having the head pressure feed from the in-built appliance tank. The standard hose length is 25m. But this can be shortened down to as little as 18m. However many FRS use what is euphemistically called a short length, which is non-standard and may be as short as three metres. It is also the reason that twin headed standpipes are used with double lengths of hose to feed the pump, as by twinning the lines feeding the pump you will ¼ the frictional loss.
This is why at the design stage Hydrants are asked to be positioned where they are and why road access has to be sufficient for the appliances.
The idea is to have 3 bars pressure at the nozzle, in order to minimise jet reaction, and hose stiffness. (Modern rotary spray nozzles are designed to discharge around 300 – 500 LPM varying according to size).