150 Ω Circuit
Average of two runs using matched resistors. |
Consider a flashlight as a case example. The higher the voltage, the brighter the light. So the Energizer powered flashlight will stay brighter than the Duracell powered flashlight for a significantly longer time. The Duracell powered light may last longer overall, but how useful is that last 10 hours, really?
This behavior is consistent even at higher power draws:
33 Ω Circuit
Average of two runs using matched resistors. |
What we conclude from this is that the brand you choose may depend just on your needs-- specifically on the minimum voltage required in your circuit. If you need the voltage to stay above 1 V to power your application, Energizer will give you that power for a longer time. If you only need the voltage to be above a threshold below 1 V, go with the Duracell.
What Next?
One reason I'm including these little experiments is as a catalyst for others to start investigating. This simple idea could lead, for example, to an excellent science fair project for a young student. Or perhaps someone is curious enough to justify buying lots of batteries to run through their paces. In any case, here are a few ideas of other questions that could be examined.- This experiment used a constant resistance circuit-- how do the lifetimes compare in a constant current application?
- Is the behavior seen here consistent for other sizes of battery? (Be aware that discharging a D-cell through even 33 Ω may take a while...)
- Do batteries discharge evenly? What happens if two otherwise identical batteries are placed in series? Measure the voltage at both batteries-- ideally the center voltage should be half of the overall voltage at all times. Is it? Is there any difference if you mix brands together?
- My measurement of the energy capacity of the two brands shows them as being similar, but the Energizer capacity was lower than the Duracell in both cases. Two measurements is not enough for the difference to be statistically significant-- measuring a larger number of batteries could tell you if Duracell does indeed have just a little more capacity. How many batteries would you need to measure to show that?
- In this experiment, the circuit was constantly on. What happens if the current is only on intermittently? How much does a battery recover after being used for a while?
- Both runs were done at room temperature. How much of an affect does temperature have on the battery? Be aware that the temperature difference will change the resistance as well, so that should be accounted in the results.
- (For those with a lot of time to spare:) People claim that batteries last longer in storage if they are chilled. How quickly does a battery sitting on a shelf decay? How about a battery being stored in a cool environment?
I'm sure there are plenty of others; feel free to add any ideas to the comments!
Disclaimer: Electricity can be dangerous, and you should be aware of the hazards of working with even common alkaline batteries. For example, mixing a drained (or even partially drained) battery with a fresh battery can result in leakage, or possibly fire. The materials inside an alkaline battery are not something to mess with if you're not sure of what you're doing-- so be careful, and if you see anything that looks wrong, stop. If you're young, get help from a parent or teacher. Dispose of waste properly and responsibly.
Any experiments operated using this blog as a basis are done at your own risk and responsibility; I am not liable for any damages that may be caused by duplicating this work or running any experiment derived from this work. You and you alone are accountable for any consequences of your actions, so if you are unsure about anything, find someone who can help.