Still waiting for parts so will do the math on pickup wire today.
I'm winding three different pickups so I have a choice on the final sound. I built a cnc winder a few years back so winding really isn't time consuming. The winder allows specification of number of turns, will track bobbin width based on positioning of guides, and specification of a wire-feed traverse pattern. It can lay the wire uniformly right next to the last wind or spread it out and even change the pattern during the wind.
The first step is determining the length of wire to be put on the bobbin and then the number of turns to accomplish it. I use a wire resistance chart found on the web. 42 AWG has a resistance of 1668.8 Ohms per 1000 feet. So the formula is: desired resistance/1668.8 X 1000 = total length of wire. The next part is to determine the average length of a single wind. I use the length of one wind about 66% out from the magnets. Granted, this gets a little fundgy not knowing the thickness of the coil, but the change in each turn is more exagerated as you move outward on the coil. In the past, I've done the math to figure out how many winds per layer using the manufacturer's stated wire diameter, but this fails when the wire is not tightly/uniformly wound with each wind sitting right next to each other. The wire used here is .0028" and the bobbin is going to be around .65" so 232 winds per layer is tightly wound. But its not going to be that uniformly wound. I'm assuming the coil will be about 3/16 thickness and work with that.
Designspark can provide a perimeter calculation if you draw a loop of wire. Doing this it gives me 5.8186". (Total length*12)/5.8186 will give the number of winds to get to the resistance desired. For 6500 Ohms its:
6500/1668.8 = 3.8950X 1000 (to get to feet) = 3895 feet. (3895 X 12 (inches)) = 46740")/5.8186" = 8032 winds.
This represents what I'll do for the single coil wind. The split and stacked coils will go through a similar exercise dividing total desired resistance by two to give the individual coil numbers. When connected in series they will double to the final resistance.
I'm winding three different pickups so I have a choice on the final sound. I built a cnc winder a few years back so winding really isn't time consuming. The winder allows specification of number of turns, will track bobbin width based on positioning of guides, and specification of a wire-feed traverse pattern. It can lay the wire uniformly right next to the last wind or spread it out and even change the pattern during the wind.
The first step is determining the length of wire to be put on the bobbin and then the number of turns to accomplish it. I use a wire resistance chart found on the web. 42 AWG has a resistance of 1668.8 Ohms per 1000 feet. So the formula is: desired resistance/1668.8 X 1000 = total length of wire. The next part is to determine the average length of a single wind. I use the length of one wind about 66% out from the magnets. Granted, this gets a little fundgy not knowing the thickness of the coil, but the change in each turn is more exagerated as you move outward on the coil. In the past, I've done the math to figure out how many winds per layer using the manufacturer's stated wire diameter, but this fails when the wire is not tightly/uniformly wound with each wind sitting right next to each other. The wire used here is .0028" and the bobbin is going to be around .65" so 232 winds per layer is tightly wound. But its not going to be that uniformly wound. I'm assuming the coil will be about 3/16 thickness and work with that.
Designspark can provide a perimeter calculation if you draw a loop of wire. Doing this it gives me 5.8186". (Total length*12)/5.8186 will give the number of winds to get to the resistance desired. For 6500 Ohms its:
6500/1668.8 = 3.8950X 1000 (to get to feet) = 3895 feet. (3895 X 12 (inches)) = 46740")/5.8186" = 8032 winds.
This represents what I'll do for the single coil wind. The split and stacked coils will go through a similar exercise dividing total desired resistance by two to give the individual coil numbers. When connected in series they will double to the final resistance.
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