Since inharmonicity (to my understanding) is the inability of the rigid string to bend at EXACT fractions, it stands to reason that the only true harmonic could be produced by a string of zero width, because there will ALWAYS be some degree of inflexibility in any string of any dimension.
<br><br><div><span class="gmail_quote">On Sun, 04 Feb 2007 08:49:13, <b class="gmail_sendername">Don</b> <<a href="mailto:pianotuna@accesscomm.ca">pianotuna@accesscomm.ca</a>> wrote:</span><blockquote class="gmail_quote" style="border-left: 1px solid rgb(204, 204, 204); margin: 0pt 0pt 0pt 0.8ex; padding-left: 1ex;">
Hi Robert,<br><br>Correct about organs and inharmonicity--incorrect about violins. I was very<br>curious a few years ago and took some careful measurements on my fiddle<br>while I was playing. No matter how gently I bowed there was some
<br>inharmonicity.<br><br>At 06:54 AM 2/4/2007 -0500, you wrote:<br>>Joseph Garrett wrote:<br>><br>>> RicB said: "Inharmonicity is a distinctive characteristic of pianos."<br>>><br>>> Ric,
<br>>> I competely disagree. All instruments have inharmonicity; just less than<br>the piano.<br>>> Joe<br>>Well, not exactly. A pipe organ does not have any inharmonicity.<br>>Neither does a violin (when it is being bowed). These instruments
<br>>produce true harmonics that are exactly multiples of their fundamentals.<br>> And some instruments have more inharmonicity than a piano - like for<br>>instance chimes.<br>><br>>Robert Scott<br>Regards,
<br>Don Rose, B.Mus., A.M.U.S., A.MUS., R.P.T.<br>Non calor sed umor est qui nobis incommodat<br><br>mailto:<a href="mailto:pianotuna@yahoo.com">pianotuna@yahoo.com</a> <a href="http://us.geocities.com/drpt1948/">http://us.geocities.com/drpt1948/
</a><br><br>3004 Grant Rd. REGINA, SK, S4S 5G7<br>306-539-0716 or 1-888-29t-uner<br></blockquote></div><br>