So I'm getting my speakers in for my theater setup tomorrow, and before I start prepping to cut my speaker wires to length there was something I was wondering about but noticed was never mentioned.
For anyone who's studied RF of any sort you've encountered wire reflections and impedance matching. For those of you who haven't basically it says that any place where impedance changes on a wire carrying any type of RF wave (for instance at the point where the wire connects to the speaker), if the effective impedances do not match, a reflection can occur reducing the signal magnitude by up to and possibly more than 50% while at the same time causing echoes on the line as well.
Now, it's been a while since I've dealt with this so I don't completely remember how to do it, but I would think that something causing such a large change in signal quality would be rather important, or am I missing something completely? Do speakers have some sort of impedance matching mechanism built in? Or is it just something that requires too much hard math for the average person to care about?
Also, if it is something to consider, does anyone have a short-hand way of calculating it? Back-of-the-envelope style?
For anyone who's studied RF of any sort you've encountered wire reflections and impedance matching. For those of you who haven't basically it says that any place where impedance changes on a wire carrying any type of RF wave (for instance at the point where the wire connects to the speaker), if the effective impedances do not match, a reflection can occur reducing the signal magnitude by up to and possibly more than 50% while at the same time causing echoes on the line as well.
Now, it's been a while since I've dealt with this so I don't completely remember how to do it, but I would think that something causing such a large change in signal quality would be rather important, or am I missing something completely? Do speakers have some sort of impedance matching mechanism built in? Or is it just something that requires too much hard math for the average person to care about?
Also, if it is something to consider, does anyone have a short-hand way of calculating it? Back-of-the-envelope style?





