BFL13 wrote:
Just pondering all this (to no great effect)
The current to the furnace fan rises with more supply voltage but the current to the input of the DC-DC falls with more supply voltage.
The reason is the furnace fan is not a fixed demand like the DC-DC or inverter's output-- it will take more if you give it more.
The 8531 furnace is rated at 8.2 amps at 12v. So that is the expected "load", but it is not the "Demand". The fan runs faster with more amps if the "Supply" voltage is higher, so the demand is a variable depending on the supply.
The inverter load side is fixed by the load's needed input watts so the "demand" is not a variable. The DC supply tries to meet that demand. As the battery voltage falls the amps drawn go up to maintain the demand watts.
The DC-DC charger has an output set at eg, 20 amps at 14.6 volts, so that is the fixed demand, not a variable. The input supply tries to meet that demand.
However, the input is itself a demand on the engine battery and alternator, which has to meet the input demand for the output demand.
Using fatter wire in the DC-DC input to the battery keeps the amps demand lower with the input voltage higher, so the alternator doesn't need to supply so many amps
The engine battery voltage is somewhat fixed as maintained by the regulator. The supply variable is the alternator amps to meet the demand.
The Dc-Dc charger "size" (output setting demand) has to be chosen, limited to match the alternator "size", where using fatter wire will let you have somewhat more Dc-Dc size for the same alternator.
Things are bit complex.
Inverter can have say a 850W 120V load, but if the 12V input voltage drops the inverter must draw more battery amperage to support the 850W 120V load. The reverse happens when the 12V input is higher, the inverter does not need to draw as much amperage.
In both cases the wattage will be the same..
DC-DC chargers and 12V to 120V inverters employ the same switching power supply technology.
Basic switching power supply consists of a chopper circuit that operates at high frequency just above your hearing range.
The chopper output feeds a small high frequency transformer. The transformer will step up the high frequency chopped voltage to a higher voltage.
The output of the high frequency transformer is rectified and filtered to a higher voltage DC.
For DC to DC charger, it stops there.
For 12 to 120V AC inverter the higher voltage DC is now switched on/off via a PWM signal that mimics 60hz sinewaves.
The key here is switching power supplies have a very large input voltage range..
Old school inverters used a big heavy 60hz transformer which did the voltage boost, not as efficient and less tolerant to 12V input voltage sags.
DC to DC charger will not reduce the amps required from the alternator. Basically a DC to DC charger is what is known as a "Boost Converter".
For some technical reading you can take a look at some basics of Boost converters
HEREFrom Page 4..
The simplest way to calculate the input current of a boost regulatoris to use the power balance equation, shown in Equation
1. For a DC/DC converter, the input and output powers
are just the product of their respective currents and voltages.
Adding the triangular ripple current, we arrive at Equation 2
This equation highlights the biggest stumbling block
when working with boost converters: the input current will always
be larger than the load current (IOUT). Since the output voltage
of a boost is always greater than the input voltage, the input current
must be greater than the load current. This is a simple consequence of
conservation of energy: the input power will be equal to the output
power plus the losses. In this case the losses are taken care
of by the efficiency factor, ?. Equation 2 also applies to a buck converter. And since the output
voltage of a buck is less than the input voltage, the input current
will be less than the load current, for any reasonable efficiency.
As an example, suppose we wish to convert 6V to 12V (IE BOOST CONVERTER) at a load
current of 2A. If the efficiency is 90%, and the peak-to-peak
ripple current is 30% of the load, then Equation2 gives 4.74A
I couldn't copy and paste the equations but they are there on page 4 of the PDF in the link above if you want to check their math..
In reality, to get 20A on the output of a DC-DC charger, the input current will be much higher than 20A on the alternator side..
Not really exactly sure where you are going with this, saving your alternator or just trying to get you vehicle to charge house batteries a bit faster.. If you are trying to save the alternator with a lower amperage load, that is the wrong assumption..