Originally posted by Aaron
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HH is right but now I've had time to think in more depth about the proposed test procedure, lets look more closely at this. Rosemary says: -
OK this is how I would suggest the test be conducted if there are no storage scope meters available.
Set the duty cycle and check the temperature of the resistor when it's
stable.
I assume this is done using the test battery?
Then apply the same resistor to a variable power supply and adjust the voltage until the same temperature is found and stable over the same resistor
Then do a v^2/r analysis to determine the wattage dissipated at the start of the experiment.
So correct me if I'm wrong, but the 'control' is actually based on the stable temperature of a resistor originally heated by a battery that will be used in future stages of the test and therefore very likely to have a different capacity and condition as the test progresses. If this is the case, then how can this be considered a control?
Then record the start time to run the experiment until the battery is depleted to say, 11 volts from a 12volt supply or 22 volts from a 24 volt supply.
Don't you mean total run time?
I assume to do this stage of the test, the battery used to establish the control dissipation wattage must be re-charged. How does the test procedure ensure that the energy placed into the battery during recharge does not alter the total energy contained in the battery prior to the control wattage being established? I mean, how do you know when to stop charging given that a battery requires considerably more charging energy to replace that taken on discharge?
Then recharge the batteries and apply a resistor in series with them to draw down the same amperage as recorded at the start of the experimental test.
The same amperage? Don't you mean battery terminal voltage as this is all I read above as being recorded as a reference point?
As above, how does the test procedure ensure that the energy placed into the battery during recharge does not alter the total energy contained in the battery, this time prior to the first experiment being run?
Then recharge the batteries and apply a resistor in series with them to draw down the same amperage as recorded at the start of the experimental test.
As above, how does the test procedure ensure that the energy placed into the battery during recharge does not alter the total energy contained in the battery, this time prior to when the series resistor was applied?
Then rerun both tests.
Does this include doing a new v^2/r calculation?
If you've got two sets of batteries - run them concurrently until one or other hits that critical voltage level. Then recharge both and swap them, control to experiment and vice versa.
How does the test procedure ensure that a second set of batteries would have produced the same v^2/r control result as the first set of batteries?
Please note that of the above questions don't even address the battery conditioning issue which I've now dropped.
Hoppy
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