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Why does every piano need to be tuned differently?

This is quite a complex matter. I will explain it in a couple of steps.

  1. Intervals beat
    When two keys are pressed at the same time (this is called an interval), a piano will produce a combined sound. If you listen closely you will hear that this combined sound beats. The volume increases and decreases a few times per second (some intervals beat slower).
  2. Each interval has to beat at the right speed
    Each interval on a piano's keyboard beats at a different rate. The rates of the beats for each interval are important. A piano will only sound good if these beats are exactly right. There are quite some rules that these beats have to respect. A major third beats faster than a fifth. An octave only beats very slowly. Also, if you play a major third somewhere on the keyboard, it will beat faster when you play it on a higher pitch (more to the right).
  3. The beats are produced by higher harmonics
    Okay, the interval's beats are important but where do they come from? Well, if two tones with almost the same pitch (but different) sound together they will produce a beat. Let's say tone A has pitch FA and tone B has pitch FB. When FB is only a little higher than FA together they will produce a beat with frequency F = FB - FA.
  1. This is getting quite technical and not so important. But if you like, you can study the animation below to understand this principle.

    Dudnienie występuje między dwoma jednocześnie brzmiącymi tonami o małej różnicy częstotliwości
    Piano Interval Beats
    So, two tones with pitches that are close to each other produce a beat. That's good to know but the two tones of an interval are not close at all! The pitch ratio of a major third (in just intonation), for example, is 1.25. These two pitches are far apart. They will never beat! What is it that's producing the beat then?
  1. The answer lies in the higher harmonics that vibrating strings produce. When a string is struck, it will produce many tones at the same time. It will vibrate at its fundamental (the lowest) pitch, but it will also vibrate at a frequency of 2, 3, 4, etc. times its fundamental frequency. The cause for this is that a string can vibrate in several ways. Może wibrować całą długością; środek struny oscyluje a końce są nieruchome. Może wibrować dwiema sekcjami; środek oraz końce są wtedy nieruchome a struna oscyluje w 1 /4 oraz 3 /4 swojej długości. This way a string can also vibrate in three, four, five... etc. sections. Wszystkie te wibracje struny występują w tym samym czasie. The animation below clarifies this. The sections are also called parts which is the reason that higher harmonics produced by strings are also called partials.

    Nazywane one są składowymi harmonicznymi
    Piano String Partials
  1. Now we can understand what is causing the beats in, for example, a major third. The interval from A4 to C#5 is a major third. If the A4 has a pitch of 440 Hz then the C#5 (in just intonation) has a pitch of 550 Hz. The fourth harmonic of the A4 (5 * 440 = 2200 Hz) is the same as the third harmonic of the C#5 (4 * 550 = 2200 Hz). So one of the beats that you hear in a major third is caused by these two higher harmonics. You actually can hear multiple beats caused by multiple pairs of different harmonics. You can imagine how hard it is to hear (and count) these beats by ear. Professional tuners practice years to get it right.
  2. Inharmonicity
    In the previous section I explained that a string vibrates in different parts. This causes the higher harmonics (partials) to be produced. I talked about frequencies of 2, 3, 4, etc. times the fundamental frequency. That is actually not exactly the truth. Because of the physical properties of a string (length, diameter, stiffness, weight, imperfections, etc.) these factors are a little higher. A string needs to stretch a little in order to vibrate. A string needs to stretch even more to vibrate in more parts. That is one of the reasons why a higher harmonic frequency, in real life, has a higher pitch than you might expect.
  3. Wniosek
    All of the above means that the beat rate of an interval is dependent on the (huge amount of) physical properties of the piano. These properties are different for each piano. In order to get the beats of all intervals exactly right each piano needs to be tuned differently.
  1. Dirk's Piano Tuning Software solves the puzzle
    It is an extremely complex puzzle to determine the right pitch for each string so each interval will beat exactly right and the piano will sound optimal. Dirk's Piano Tuner wykonuje to za Ciebie. W tym oprogramowaniu wszystkie struny będą nagrane po kolei, jedna po drugiej, przy czym pozostałe będą wyciszone. The necessary tuning is determined by the computer using these single string recordings. Tuner nie tylko nagrywa podstawowy ton, ale także jego składowe harmoniczne. Po nagraniu jednej struny, tuner posiada wszystkie potrzebne dane aby obliczyć podstawowe częstotliwości wszystkich pozostałych strun. Tuner oblicza czystość wszystkich możliwych interwałów i dostraja je. Pźniej wszystkie struny mogą być strojone, jedna po drugiej.

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