[Click images to enlarge]
Here’s a weird one regarding my 2017 F/R 34QS. Some information: I have a Magnum 2,000 watt pure sine wave inverter and four L16-6V 390Ah batteries along with three 160-watt solar panels and a 30-amp Go Power controller. The issue I have when I’m using the inverter (shore and generator not used) is this: My residential refrigerator says it uses 6 amps of current @ 115 volts. But as I look at the Go Power control panel while the fridge is on, it only says 5 amps. Shouldn’t it be more like 60 amps because watts divided by volts (700/12) = 58 amps?
Like so many things in the engineering world, the devil is in the details. And while you have the basic formula correct, you’re applying it on the wrong side of the inverter equation, which is why you’re off by a factor of 10 or so. Let me explain….
The first thing to understand is that wattage is work, and watts are watts. (For a quick review of wattage read my recent article HERE). So if you already know the basic formula of volts time amperes equals watts it should be apparent that 12 volts times 10 amperes equals 120 watts, as well as 120 volts times 1 ampere equals the same 120 watts. In formula nomenclature it looks like 12 volts x 10 amps = 120 watts, as well as 120 volts x 1 amp = 120 watts. This could also be 1 volt x 120 amps = 120 watts or 1,200 volts x 0.1 amp = 120 watts. As you can see, there’s an infinite combination of voltage and current that can produce any amount of watts you want.
This relationship is all laid out in Ohm’s Law, essentially the unbreakable set of electrical rules that all appliances (and the entire universe) must abide by. See the chart above right for the complete set of Ohm’s Laws. For clarification, Amperes are represented by the letter “I”, Volts are represented by “E”, Watts are represented by “P”, and Ohms are represented by “R”. So the equation for watts is typically written as P = E x I.
Whatever way you write it, if you want more watts (power) in an electrical circuit, then you have to turn up amperage or the voltage or both. Conservation of energy says you can’t get something for nothing since that gets into perpetual motion machines and such. Been there, tried that when I was 8 years old, so I know that doesn’t work. (At the age of 8 I was trying to build a perpetual motion generator that would power my grandma’s house since she was complaining about her electric bill. Really…)
Inverters are really cool conversion devices that play with this voltage/amperage relationship to trade volts for amperage and vice versa. Say you want to store a bunch of power. Well, there’s no good (cheap) way to store 120-volts AC to run your microwave or whatever. So we use a 12-volt DC battery to store up a bunch of electrical power when it’s available from the grid or generator or solar panels. When we want to use it for a 120-volt appliance like our microwave to coffee maker, we convert it from 12 volts up to 120 volts. For now at least we’re going to ignore the AC/DC conversion thing since that’s not part of these basic calculations.
Here’s a diagram with a 12-volt battery, an inverter and a 1,200-watt microwave oven. Note that on the 12-volt side of the inverter you need 1,200 watts going in, which works out to 100 amps x 12 volts = 1,200 watts. But on the 120-volt side of the inverter you get 1,200 watts coming out, which works out to 10 amps x 120 volts = 1,200 watts. It works out to an approximate 10:1 or 1:10 conversion factor depending if you’re converting from 12 volts to 120 volts, or 120 volts to 12 volts. The easy way to think about this is that it takes 10 times as much current on the 12-volt battery side as comes out on the 120-volt inverter side. That’s also why the cables connecting your battery to the inverter are so large; in fact, they’re 10 times as large in cross-sectional area on the 12-volt DC side compared to the 120-volt AC side of things.
Now for you engineering types out there, yes, I’m using convenient voltages and ignoring losses in an inverter system (which hover around 95% efficiency in most cases). But this is Inverters 101, not a real design class where we would have to take into consideration all wiring voltage drops and inverter efficiencies, etc…
Interestingly, this is also how AC transformers from the power companies work. By stepping up the voltage from the power generating plants to 250,000 volts or more, the power company can use much small diameter copper wire to carry the same amount of wattage to a city. Or think of it this way: If the 120 volts you get in your house started at 12,000 volts coming into your town, then the same diameter wire could carry 100 times as much power. And that’s exactly how it all works. Thank you Nicola Tesla for inventing 3-phase AC power and fighting Edison’s DC power, which would never have worked.
And this is the same sort of voltage/current relationship that exists in all solar panel systems. But more on that later.
Let’s play safe out there….
Mike Sokol is an electrical and professional sound expert with 40 years in the industry. Visit NoShockZone.org for more electrical safety tips. His excellent book RV Electrical Safety is available at Amazon.com. For more info on Mike’s qualifications as an electrical expert, click here.