David Hajicek
November 11th 03, 06:33 PM
"mcdonald" > wrote in message
. giganews.com...
> On Mon, 10 Nov 2003 6:27:24 -0700, MikeK wrote
> (in message >):
>
> > Human hearing
> > tops out at tones that vibrate at about 20,000 cycles per second. The
> > high-pitched sound of the nanoguitar twanged forth at 40 million cycles
per
> > second, putting it 17 octaves above what human ears take for music.
>
> This doesn't add up. Using 20,000 Hz as a base frequency, 40 million Hz is
> only 10.97 octaves higher. Perhaps the writer misunderstood what the
Cornell
> people were telling him, since 40 million Hz is 16.47 octaves above A =
440
> Hz, which is almost 17 octaves. The note would be somewhere in between a D
> and a D#. I don't think it would harmonize well with the Bb of the black
> hole. I wonder though if 40 million is the exact figure, or if it's
rounded.
> That would affect the value of the note.
>
>
> mcd
>
And they could "bend" the note by heating the "string" with the laser beam.
Dave Hajicek
. giganews.com...
> On Mon, 10 Nov 2003 6:27:24 -0700, MikeK wrote
> (in message >):
>
> > Human hearing
> > tops out at tones that vibrate at about 20,000 cycles per second. The
> > high-pitched sound of the nanoguitar twanged forth at 40 million cycles
per
> > second, putting it 17 octaves above what human ears take for music.
>
> This doesn't add up. Using 20,000 Hz as a base frequency, 40 million Hz is
> only 10.97 octaves higher. Perhaps the writer misunderstood what the
Cornell
> people were telling him, since 40 million Hz is 16.47 octaves above A =
440
> Hz, which is almost 17 octaves. The note would be somewhere in between a D
> and a D#. I don't think it would harmonize well with the Bb of the black
> hole. I wonder though if 40 million is the exact figure, or if it's
rounded.
> That would affect the value of the note.
>
>
> mcd
>
And they could "bend" the note by heating the "string" with the laser beam.
Dave Hajicek