Quote:
Originally Posted by cygvan
i read that the eemax draws 20a. how does this translate to drawing 200a from batteries? i thought that means it draws 20 amps per hour. if not, how the heck does one figure how much their battery banks are being depleted by ANY device?
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The problem comes in thinking about power consumption in terms of Amps (Amperes, which is dependant on voltage) versus thinking in power consumption in Watts. The key formula that illustrates this is:
Volt x Amps = Watts or Watts = Volts x Amps.
While Amps can be used as a convenient reference when the voltage remains constant, it leads to trouble in scenarios when more than one voltage is in play such as in our campers where we may have things that run at different voltages.
The smallest Eemax lists: SP2412 2400W 120V-20A 33 degree temp rise at 0.5 gal./min.
In this case, 2400 Watts = 120 Volts x 20 Amps and if we can plug in to shore power, life is good. But when we can't plug in and don't have access to a generator, things change drastically. Pulling that 2400 Watts from our 12 volt batteries changes the basic math (2400 Watts = 12 Volts x 200 Amps) plus we need to include the inverter efficiency since we are running a 120 volt appliance from a 12 volts source. This leads to:
2400 Watts = 12 Volts x 222 Amps x 0.90 (for 90% inverter efficiency, the other 10% is "lost" as heat)
Now, 2400 Watts is the power the Eemax will consume in an hour and that is a very long shower! Since our showers are likely much shorter, dividing each side by 60 min./hour gives us a more useful number calculate our shower's energy consumption. Going step-wise throught the equation transformations gives us:
2400 Watts/hour = 12 Volts x 222 Amps/hour x 0.90 (include hour assumption)
2400 Watts/hour / 60 min./hour = 12 Volts x 222 Amps/hour / 60 min./hour x 0.90 (divide by 60 minutes per hour)
40 Watts/min. = 12 Volts x 3.7 Amps/min. x 0.90 (power consumption per minute).
Thinking about our energy consumption in terms of Amps is only useful because we think about our 12 volt electrical storage in terms of Amps. In reality, a 12 volt "100 Amp Hour" AGM battery is a 1200 Watt storage device that runs at 12 volts. If we wish to maximize our battery life, we avoid draining the AGM battery below 50% so only 600 Watts is prudently available. Two 5-minute showers is 400 Watts just for water heating, 2/3 of our prudent available battery power budget. This does not include the power consumption of the water pump for the showers, nor our lights, refrigeration, radio, etc.
Our battery systems and their charging systems are expensive, heavy, hard to charge and somewhat fragile in their technology, so anything that imposes a heavy load as a percentage of their prudent capacity deserves careful consideration and system design.