<span class="mw-page-title-main">Scale length (string instruments)</span>

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Scale length (string instruments)

<p>The <b>scale length</b> of a <a href="/en/String_instrument" title="String instrument" class="wl">string instrument</a> is the maximum vibrating <a href="/en/Length" title="Length" class="wl">length</a> of the <a href="/en/Strings_(music)" title="Strings (music)" class="mw-redirect wl">strings</a> that produce <a href="/en/Sound" title="Sound" class="wl">sound</a>, and determines the range of tones that string can produce at a given tension. It is also called <b>string length</b>. On instruments in which strings are not "stopped" (typically by <a href="/en/Frets" title="Frets" class="mw-redirect wl">frets</a> or the player's fingers) or divided in length (such as in the <a href="/en/Piano" title="Piano" class="wl">piano</a>), it is the actual length of string between the <a href="/en/Nut_(instrumental)" title="Nut (instrumental)" class="mw-redirect wl">nut</a> and the <a href="/en/Bridge_(instrument)" title="Bridge (instrument)" class="wl">bridge</a>.</p>

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<p>String instruments produce sound through the vibration of their strings. The range of tones these strings can produce is determined by three primary factors: the <a href="/en/Linear_density" title="Linear density" class="wl">linear density</a> of the string, that is its mass per unit length (which is determined by its thickness and the density of the material), the tension placed upon it, and the instrument's scale length.</p>

<p>Generally, a string instrument has all strings approximately the same length, so the scale length can be expressed as a single measurement, e.g., the <a href="/en/Violin" title="Violin" class="wl">violin</a> and most <a href="/en/Guitar" title="Guitar" class="wl">guitars</a>.</p>



The scale length of a string instrument is the maximum vibrating length of the strings that produce sound, and determines the range of tones that string can produce at a given tension. It is also called string length. On instruments in which strings are not "stopped" or divided in length , it is the actual length of string between the nut and the bridge. String instruments produce sound through the vibration of their strings. The range of tones these strings can produce is determined by three primary factors: the linear density of the string, that is its mass per unit length , the tension placed upon it, and the instrument's scale length. Generally, a string instrument has all strings approximately the same length, so the scale length can be expressed as a single measurement, e.g., the violin and most guitars. 