Hello,
For any engineers here: I’m looking for a mathematical, non-philosophical, directly engineering-grade answer to the following question:
We can take hundreds of independent conversations and modulate them on separate analog frequencies, combine those modulated frequencies into one aggregate frequency, which we can then send down a coax wire, where it can be demuxed back into the individual components.
I want to know mathematically how the resulting wave is retaining the modulated data on each frequency, with all of their associated overtones, timbres, kept discrete despite being “flattened” into one parent wave. I understand we can filter and access the frequencies, but my question is with the retention of data within them after having aggregated them into one.
This is not a trolling question, and it’s specifically for research I’m carrying out on a model for human reason.
I’m perfectly content with, “There is currently no scientific explanation for this phenomenon.”
Thanks for any help!
JS
For any engineers here: I’m looking for a mathematical, non-philosophical, directly engineering-grade answer to the following question:
We can take hundreds of independent conversations and modulate them on separate analog frequencies, combine those modulated frequencies into one aggregate frequency, which we can then send down a coax wire, where it can be demuxed back into the individual components.
I want to know mathematically how the resulting wave is retaining the modulated data on each frequency, with all of their associated overtones, timbres, kept discrete despite being “flattened” into one parent wave. I understand we can filter and access the frequencies, but my question is with the retention of data within them after having aggregated them into one.
This is not a trolling question, and it’s specifically for research I’m carrying out on a model for human reason.
I’m perfectly content with, “There is currently no scientific explanation for this phenomenon.”
Thanks for any help!
JS