For example, if I am making a single coil on my Ithaka:
I cut and use 2 inches of 28 awg resistance wire (R) and two 3.5 inches of nonresistance wire (NR) (nonresistance wire will be irrelevant in my question but I figured I'd throw it in there). And since I don't have a wire zapper, I have to twist the the R wire with the NR wire. Now let's say I use .25 inches of R wire to twist with the NR wire on one side AND the other side. This means that I've used .5 inches of R wire to twist with both of my NR wires, leaving me with 1.5 inches of R wire in between the joints.
Now according to my math:
- 2 inches of 28 awg kanthal = .88 ohms
- 1.5 inches of 28 awg kanthal = .66 ohms
Here is where I get a little confused. Is the resistance of my atomizer .88 ohms or .66 ohms? To my understanding, electricity takes the path of least resistance to ground (in our case, the negative 'post'). And since those joints shouldn't be touching any other metal on the Ithaka, the electricity MUST ignore the joints (since they don't lead to ground) and go straight through the coil to get to the negative post. Meaning the resistance of my atomizer is .66 ohms.
Is my logic correct? Or will the atomizer's resistance still be .88 ohms because that's the amount of resistance wire in the device?
*****I am ignoring other factors like internal resistance, resistance of the nonresistance wire, etc. and just looking strictly at the resistance wire.
Thanks for your help!
-John
I cut and use 2 inches of 28 awg resistance wire (R) and two 3.5 inches of nonresistance wire (NR) (nonresistance wire will be irrelevant in my question but I figured I'd throw it in there). And since I don't have a wire zapper, I have to twist the the R wire with the NR wire. Now let's say I use .25 inches of R wire to twist with the NR wire on one side AND the other side. This means that I've used .5 inches of R wire to twist with both of my NR wires, leaving me with 1.5 inches of R wire in between the joints.
Now according to my math:
- 2 inches of 28 awg kanthal = .88 ohms
- 1.5 inches of 28 awg kanthal = .66 ohms
Here is where I get a little confused. Is the resistance of my atomizer .88 ohms or .66 ohms? To my understanding, electricity takes the path of least resistance to ground (in our case, the negative 'post'). And since those joints shouldn't be touching any other metal on the Ithaka, the electricity MUST ignore the joints (since they don't lead to ground) and go straight through the coil to get to the negative post. Meaning the resistance of my atomizer is .66 ohms.
Is my logic correct? Or will the atomizer's resistance still be .88 ohms because that's the amount of resistance wire in the device?
*****I am ignoring other factors like internal resistance, resistance of the nonresistance wire, etc. and just looking strictly at the resistance wire.
Thanks for your help!
-John