Reducing the mains voltage to save energy

As I think is probably the implication of all that you go on to say, I've not convinced that it would have any appreciable beneficial effects (and, as you point out, it could actually have detrimental ones), even in the relatively short-term. The 'compensatory' effect of SMPSUs and thermostatic etc. control would be essentially immediate.

I suspect it's an idea originating from the bean counters, rather than qualified, experienced engineering staff.
 
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Yes, it saves water as every time you visit a WC and flush it, generally NOT to flush a brown 2 is it.. most regularly to flush a yellow 1. So the less regular occasions you have to flush more than once, no problem! Overall, water is saved.

Nozzle
That's OK. We don't have a water meter!

Seriously, if the water companies are concerned about wasting water, I think they'd do well to repair all their leaks.
 
All of this talk of reducing mains voltage leads me to ask whether doing that is likely to affect the accuracy of our 50Hz frequency?
I ask because I have an old mains clock, powered by a synchronous motor. The type which used to be popular perhaps half a century ago (I remember my dad had one then, anyway). Despite its age, it keeps very good time. Naturally, the frequency will often dip below, and rise above the nominal 50Hz, but over time the one compensates for the other.
 
SMPSUs yes, thermostatic control no. Think about things like immersion heaters - the stats on those work on periods of minutes or tens of minutes. Similarly room stats. Dropping the voltage on these loads will probably give you a few minutes before the loads start recovering to normal (combined effects of many stat controlled loads).
I don't think it's anything like as simple as you imply ...

... at any particular point in time (when the reduction in voltage effected) a substantial proportion of thermostatically-controlled loads would be 'getting close to being switched off (by the thermostat)', so the effect of the voltage reduction would be to extend the period for which those currently 'on' loads remained 'on' (at lower voltage). On the other hand, those loads which were already 'off' (by virtue of thermostatic control) when the voltage reduction occurred would know nothing about that voltage reduction, and therefore would not 'come on' again any later than if the voltage had not been reduced. I'm not convinced that that would necessarily represent a reduction in overall power consumption.

Kind Regards, John
 
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All of this talk of reducing mains voltage leads me to ask whether doing that is likely to affect the accuracy of our 50Hz frequency? ... I ask because I have an old mains clock, powered by a synchronous motor. The type which used to be popular perhaps half a century ago (I remember my dad had one then, anyway). Despite its age, it keeps very good time. Naturally, the frequency will often dip below, and rise above the nominal 50Hz, but over time the one compensates for the other.
As I understand it, and primarily for the reason you mention, the total number of cycles in any 24-hour period is 'sacrosanct' - and that it is an inability to maintain the frequency which is usually the last straw resulting in a 'power cut'.

Kind Regards, John
 
All of this talk of reducing mains voltage leads me to ask whether doing that is likely to affect the accuracy of our 50Hz frequency?

It shouldn't make any difference to the average frequency at all. Under heavy load the frequency tends to droop slightly anyway, but catches up when the load reduces.

Any voltage reductions would have to be at the local substations, rather than in the distribution network.
 
I've got a meter plugged in next to me.

it says 50.18

At least two of them are wrong

Perhaps all three
 
mine now 50.00. Very close to Templar.

the "Dynamic Demand" seems stuck at 50.015
 
I don't think it's anything like as simple as you imply ...

... at any particular point in time (when the reduction in voltage effected) a substantial proportion of thermostatically-controlled loads would be 'getting close to being switched off (by the thermostat)', so the effect of the voltage reduction would be to extend the period for which those currently 'on' loads remained 'on' (at lower voltage).
But equally, there will be many loads which have only just turned on, so they will reduce load and the extra on time won't happen until other measures can kick in.
Take a simplistic case where a large number of loads are working on a 1 minute on, one minute off cycle. At any point in time, around 1/4 of them will be in the first half of an on period - so cutting the voltage will give you about 30s before half the savings are gone.
In practice, many loads have much longer cycle times, so the change could give at least several minutes which is long enough to trigger other mitigation measures - calling on interruptible loads, dispatching STOR, opening the taps at Dinorwig, etc (depending what & where the problem is).
 
But equally, there will be many loads which have only just turned on, so they will reduce load and the extra on time won't happen until other measures can kick in. ... Take a simplistic case where a large number of loads are working on a 1 minute on, one minute off cycle. At any point in time, around 1/4 of them will be in the first half of an on period - so cutting the voltage will give you about 30s before half the savings are gone.
I wasn't clear enough. What you say is true but, in that example, another quarter of them will (if things are random) remain 'on' for more of that 30 seconds than they would have done without the decrease in voltage - thereby at least partially cancelling the 'savings' to which you refer.

Don't forget that with thermostatic (or whatever) control, the cycle will not remain at "1 minute on, 1 minute off" if the voltage chages.
In practice, many loads have much longer cycle times, so the change could give at least several minutes which is long enough to trigger other mitigation measures - calling on interruptible loads, dispatching STOR, opening the taps at Dinorwig, etc (depending what & where the problem is).
Maybe - but, as you say, any appreciable saving would be very short term. With the sort of loads we are talking about, if the thermostatic (or whatever) control were 'perfect', then the energy consumption over any number of whole cycles would be unchanged.

Do not periods of extreme demand automatically result in end-user voltage reductions, anyway, due to transmission losses ('VD')?

Kind Regards, John
 
As I said, this all relies on the length of cycle times being longer than the time needed to get other measures "fired up". Immersion heaters have cycle times of at least several minutes, as do (IME) fan heaters - I'd say at least an order of magnitude longer than it takes to (for example) open the taps at Dinorwig or call up some diesel gennys.
 

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