What Causes Overcharging and Excess Voltage in Car Batteries?

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Overcharging a car battery can lead to excess voltage, causing the battery case to swell, heat up, and lose electrolyte through boiling. This occurs because an alternator that overcharges generates more voltage than the battery can handle. Conversely, undercharging results in decreased voltage, which simply prevents the battery from starting the vehicle without damaging the starter. The electrolyte imbalance from overcharging can significantly reduce battery lifespan. Understanding these dynamics is crucial for maintaining battery health and vehicle performance.
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Homework Statement
All other things being equal, are you more likely to "burn out" the starter motor on your automobile if the battery is overcharged or undercharged?
Relevant Equations
Faraday's law and motional emf
I'm pretty sure the answer is overcharged by intuition. Can someone provide a reason?
 
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I think you're likely to ruin the battery by overcharging long before you could get to where it would hurt the starter (BUT ... I'm not an auto guy so take that w/ a grain of salt). I don't think overcharging raises the voltage level much, it just screws up the electrolyte.

If you're undercharged, I don't think that hurts the starter, you just won't start.
 
phinds said:
I think you're likely to ruin the battery by overcharging long before you could get to where it would hurt the starter (BUT ... I'm not an auto guy so take that w/ a grain of salt). I don't think overcharging raises the voltage level much, it just screws up the electrolyte.

If you're undercharged, I don't think that hurts the starter, you just won't start.
from: https://itstillruns.com/causes-alternator-overcharge-7391992.html
"Alternators that overcharge will typically produce excess voltage to the battery, making the battery case swell up, become very hot and lose its electrolyte through boiling."

Can anyone explain why overcharging will produce excess voltage (and I assume undercharging will produce decreased voltage)?
 
The book claims the answer is that all the magnitudes are the same because "the gravitational force on the penguin is the same". I'm having trouble understanding this. I thought the buoyant force was equal to the weight of the fluid displaced. Weight depends on mass which depends on density. Therefore, due to the differing densities the buoyant force will be different in each case? Is this incorrect?

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