Generator Field Wiring
That screw on the back may have been for mounting the radio suppression capacitor - can't remember for sure if it fastened under that screw or under the head of one of the through bolts.
Last edited by 52 4x4; Aug 31, 2015 at 02:39 AM. Reason: add something
So at 12V, you push half the amps through the wire, so it can smaller.
For more than you care to read on the subject, courtesy of Google:
http://www.ebtx.com/mech/ampvolt.htm
Hopefully, others will get as much info out of this discussion as I did. This forum rocks!!
A 6V bulb with 65W has different internal resistance than a 12V bulb with 65W. Ross is correct - if you are using the original components, doubling the voltage doubles the current because the resistance stays the same.
Here's something I posted in another thread:
Ohms law is primary. Watts law is derived from Ohms law. You have to work the Ohms law problem first, then plug these into the Watts law.
Here is a simple online Watts/Volts/Amps/Ohms conversion calculator:
Watts/Volts/Amps/Ohms conversion calculator
In the 65W comparison, you have different bulbs. But let's do that anyway. To find the resistance of your 6V 65W bulb, plug in 65W and 6V into the calculator and come up with 10.8 Amps and 0.55 Ohms. If you then reset the calculator and plug in 65W and 12V, you get 5.4 Amps, but 2.2 Ohms. This is the difference between 6V bulbs and 12V bubls - for a given wattage, a 12V bulb will have higher resistance. Light is heat and resistance to voltage makes heat. This is why when you do plug that 6V 65W bulb into 12V, it grows bright as the sun for a moment before burning up because you'll generate over 260 Watts and almost 22 Amps going through it.
So yes, a 12V 65W bulb pulls half the current of a 6V 65W bulb, but it does so due to the (near) square of the resistance...because the bulb is designed for 12V usage.
Do not use Watts law backwards to determine 12V current draw when converting 6V systems. It is not applicable and will give you a wrong answer every time.
As for why 6V wires and switches are heavier if the current draw is half that of 12V, it is simple: Internal resistance is determined by wire gauge. If you look at the table here:
American Wire Gauge table and AWG Electrical Current Load Limits with skin depth frequencies and wire breaking strength
You'll see that resistance per KM of 14ga and 16ga - two common sizes in 6V and 12V systems respectively, is roughly half. This keeps the circuits operating properly. Because a little bit of resistance in a 6V system is a bigger deal than that same resistance in a 12V system. Yet another reason why good grounds are so critical in 6V systems when they are much less important (still important, but not critical) in a 12V system. So, the wires in your 6V system are heavier for resistance reduction, not because it carries double the current. Note that the table is for specific copper wires, and every type of wire is different, I used this table merely for illustration purposes - the principle applies to all conductors.

I don't think there's anything wrong with the sentence as written. Let's break it down. First, you must quote the entire sentence, not just the prefacing statement with an added period that was not there.


I could have phrased this as a question and answer thusly:
Or perhaps you would have liked another conditioning statement such as this:
Or am I missing your grammatical distinction somehow?
Full Disclosure: I went to Catholic school with nuns and rulers.
I try to be grammatically correct, however, I fall into the trap of writing as I speak often.
Ford Trucks for Ford Truck Enthusiasts
In what case is current draw of 6v half that of 12v? The only situation I can think of is when a 6v car is converted to 12v, and you're looking at a circuit that has a fixed resistance (let's say a field coil). On 12v, the current would double, but that has nothing to do with why the (original) wiring would be larger gauge.
Since I am completely rewiring my truck, I am using the smaller wire sizes because my components are designed to run on 12V including my generator and starter.











