I'm trying to build some ferrite rod antennas to test some avalanche rescue technology and I've been looking at the internals of an old BCA Tracker avalanche beacon to figure out how I should go about designing my own.
I have two ferrite rods (from Fair-Rite) that I plan to try out and test separately. I've done some hand calculations using the formulas:
$$F = \frac{1}{2\pi\sqrt{LC}}$$ (from What do I need in order to build and test a ferrite rod antenna for a specific frequency?)
$$L = K \cdot u_0 \cdot u_{rod} \cdot N^2 \cdot (\frac{Ae}{l}) \cdot 10^4$$ (from https://www.fair-rite.com/product/rods-4078377511/)
After picking some arbitrary target values for L and C given F = 457kHz, I have a general idea of how many wraps of the wire it will take to get close to the target frequency. However, after looking at the antennas in the BCA Tracker and poking around with the oscilloscope I'm not entirely sure how to start. Here's a photo of one of the BCA antennas:
Here are my questions:
- Why are there three coils and why is the center coil smaller than the outer ones? Why not just one coil centered on the rod?
- Is it necessary to tape or insulate the rod with something before wrapping it with wire?
- How would you transmit 457kHz from one of these antennas? Is it as simple as applying a voltage to one of these coils?