We are rapidly approaching Angels on Heads of Pins territory here...
But I always thought the logic went this way:
- start with a cylinder full of water that's stratified (coldest at the bottom) and in equilibrium (no convection currents)
- then heat up the coil with water from the boiler. If you put hot water into the top of the coil, you transfer heat first to the WARMEST water touching the coil. The water in the coil cools as it moves down (incidentally increasing the thermosyphon effect by getting denser) but encounters cooler water towards the base of the cylinder, thus maintaining the temperature difference demanded by the First Law.
- at the same time, convection currents in the hot water (caused by heating water towards the bottom of the cylinder) start to mix up the water and therefore average the temperature. If you heat from the bottom, the effect will be to start the convection from the bottom of the tank and therefore (by including the whole volume of water) create a lower average temperature than if only (say) the top two thirds of the cylinder get stirred up by convection.
The practical effect of feeding the top of the coil SHOULD be that the water towards the top of the cylinder (and therefore coming out of the hot taps) stays WARMER while the cylinder is recovering.
This (theory?) only works if the flow of heating water through the coil is relatively gentle. If it's pumped and flowing quickly, chances are that roughly the same delta-T between coil and cylinder contents will apply over the full height of the coil and therefore it will make no odds whether you feed from the top or the bottom. Furthermore, a fast-recovery system with a big coil and a big delta-T will create strong convection currents which will quickly mix up all the water in the cylinder, so as soon as heating starts there is no stratification of the hot water to make any difference anyway. Also, Megaflos tend to be linked to 'hot loop' systems meaning that the contents of the cylinder will be stirred all the time anyway.
But I always thought the logic went this way:
- start with a cylinder full of water that's stratified (coldest at the bottom) and in equilibrium (no convection currents)
- then heat up the coil with water from the boiler. If you put hot water into the top of the coil, you transfer heat first to the WARMEST water touching the coil. The water in the coil cools as it moves down (incidentally increasing the thermosyphon effect by getting denser) but encounters cooler water towards the base of the cylinder, thus maintaining the temperature difference demanded by the First Law.
- at the same time, convection currents in the hot water (caused by heating water towards the bottom of the cylinder) start to mix up the water and therefore average the temperature. If you heat from the bottom, the effect will be to start the convection from the bottom of the tank and therefore (by including the whole volume of water) create a lower average temperature than if only (say) the top two thirds of the cylinder get stirred up by convection.
The practical effect of feeding the top of the coil SHOULD be that the water towards the top of the cylinder (and therefore coming out of the hot taps) stays WARMER while the cylinder is recovering.
This (theory?) only works if the flow of heating water through the coil is relatively gentle. If it's pumped and flowing quickly, chances are that roughly the same delta-T between coil and cylinder contents will apply over the full height of the coil and therefore it will make no odds whether you feed from the top or the bottom. Furthermore, a fast-recovery system with a big coil and a big delta-T will create strong convection currents which will quickly mix up all the water in the cylinder, so as soon as heating starts there is no stratification of the hot water to make any difference anyway. Also, Megaflos tend to be linked to 'hot loop' systems meaning that the contents of the cylinder will be stirred all the time anyway.