Power Outage: Could It Break Something?

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A coordinated power shutdown by many households would not inherently cause damage, but a simultaneous return to power could lead to momentary outages due to sudden demand spikes. When power is not being used, it does not overheat transformers; instead, generators adjust by reducing torque on their turbines. The electricity distribution system operates more like a water tank, where users draw from a reservoir rather than pushing electricity back. Quick drops in demand can cause fluctuations in grid frequency, which may result in minor variations. Understanding these dynamics is crucial for managing power supply and demand effectively.
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Say you had a really successful campaign to get everybody to turn off the power in their house at a certain time without the power company knowing it was going to happen. Would this cause something to break?
 
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No, but if everyone turns their power back on at the same time, that might cause momentary outages as systems switch over to handle the sudden demand.
 
negitron said:
No, but if everyone turns their power back on at the same time, that might cause momentary outages as systems switch over to handle the sudden demand.

So what happens to the power not being used? From what I understand it goes back to the transformer.. Wouldn't it overheat or something?
 
Electricity isn't like a river flowing in and out of transformers. If people stop drawing power, the generators will just pull less torque from their prime movers and their prime movers (turbines usually) will just throttle back.
 
OK I think I get it. So it's not like something is constantly "pushing" electricity into houses, and the houses push back what they don't use, it's more like the entire system is a water tank that people tap into and power company just has to keep the tank filled.
 
Not to complicate things. When there is a quick, large drop in demand, the turbines take a little time to wind down. This can result in the grids frequency to increase. I've seen a couple of hertz variation + and - due to decreases and increases of load.
 
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