Your palm muting "position"?

Your setting?

  • between 1 and 1.5

    Votes: 3 5.6%
  • between 1.5 and 2

    Votes: 0 0.0%
  • between 2 and 2.5

    Votes: 2 3.7%
  • between 2.5 and 3

    Votes: 1 1.9%
  • between 3 and 3.5

    Votes: 1 1.9%
  • between 3.5 and 4

    Votes: 3 5.6%
  • between 4 and 4.5

    Votes: 2 3.7%
  • between 4.5 and 5

    Votes: 1 1.9%
  • between 5 and 5.5

    Votes: 7 13.0%
  • between 5.5 and 6

    Votes: 9 16.7%
  • between 6 and 6.5

    Votes: 11 20.4%
  • between 6.5 and 7

    Votes: 4 7.4%
  • between 7 and 7.5

    Votes: 8 14.8%
  • between 7.5 and 8

    Votes: 1 1.9%
  • between 8 and 8.5

    Votes: 0 0.0%
  • between 8.5 and 9

    Votes: 1 1.9%
  • between 9 and 9.5

    Votes: 1 1.9%
  • between 9.5 and 10

    Votes: 0 0.0%
  • 10 or above

    Votes: 0 0.0%
  • I don't know

    Votes: 1 1.9%

  • Total voters
    54
Okay...

....

...

The harmonic 'nodes' actually wind up at spots on the string that are one 1/n*length (where n is any positive integer... so 1/1, 1/2, 1/3, 1/4, et cetera)...

...


Jeff

Divergent harmonic series! Yay math!



I have no idea how I'm relevant to thread. I just get excited when I see math.
 
actually, I'm seeing it quite the opposite way ;)
The strings vibrate (logically) more freely the more "room" they have, thus resonating more, am I right?

yes you're right abyss.
In a palm muting situation the closer to the bridge the "beeffier" the tone.
The closer to the center, between the two pickups, the more you get a tight sound, less vibration!
But I prefer closer to the bridge, it just has a better sound to it.
While when you're not palm muting the strings, they for sure vibrate freely if you you play between the two pickups.
 
Divergent harmonic series! Yay math!



I have no idea how I'm relevant to thread. I just get excited when I see math.

Actually, we can go a step further. When you press a node, you're eliminating a lot of harmonics, but keeping a still infinite number of them. If you press the 12th fret, you're keeping the harmonics at 1/2, 1/4, 1/6, 1/8, ..., 1/2n (for integers n) of the string length. Choke the string at 1/5 its length, and you keep the harmonics at 1/5, 1/10, 1/15, ..., 1/5n (for integers in) of the string length. This is the same as going from the harmonic series 1/n to 1/kn when you press the node at the point 1/k of the string.

The universe is math.

Jeff
 
I think we should all disagree on every aspect of this topic, form independent armies and battle it out Mad Max style in the Thunderdome. 20 men enter, 1 man leaves.

Except instead of random uninformed guesses we could actually use physics and math to arrive at real answers with meaning and justification.

[/thread]

Jeff