Soundboards
-- Part 1: What's wrong with my piano?
I received a call recently from a woman complaining about
the sound of her piano. She asked if I could come and take a look to see what was going on. The
piano, it turns out, was an older Steinway O from about 1910. The tone was a dead giveaway (literally):
short, distorted attack, rapid decay, plinky sounds from the treble section, whining and buzzy sounds in
the mid range, distorted and harsh bass response. But I went through the routine, took several measurement
of crown and bearing, listened carefully to all the sections, examined the rib and soundboard glue joints. In
the end I told that I was sorry but the the soundboard was not functioning properly and would need to be replaced.”
“Oh”, she replied and then after a thoughtful pause, “but won’t that change the sound?”
For the piano playing public (and some in the industry as well) there is
no shortage of mythology and misinformation about soundboards. It is often referred to as the soul of the
instrument and there are some (even in the trade) who, surprisingly, think that you should never change it, no matter what.
While that view contributes to piano shop on the left bank romanticism, it’s also misinformed. So
let’s explore what the soundboard does, how it does it, why a healthy soundboard is necessary for good quality tone,
and why older doesn’t necessarily mean better.
When a string is
struck by a hammer in the piano the energy of the blow is transferred to the string and the string vibrates. There
is no energy gain, in fact there is a net loss (as there always is with a transfer of energy) but the string because of its
relatively high tension does maintain a certain level of energy. But the vibrating string alone doesn’t
have enough mass to move enough air to be heard adequately. So, in a piano, the energy from the vibrating
string is transferred to the soundboard via the string’s coupling to the bridge which in turn is connected to the soundboard.
This transfer also comes with a certain amount of energy loss, but there’s still enough energy so that the soundboard
itself begins to vibrate. Since the soundboard has much more mass and area than the string, it moves the
air much more efficiently, and as such, you can hear it. That doesn’t mean that the soundboard is
an amplifier, not in the true sense of the word. The energy from the string isn’t enhanced or boosted
in any way, in fact, all along the route, hammer to string to soundboard, there is net energy loss. What
happens is that the soundboard actually creates its own sound, a new sound, the sound of the soundboard vibrating.
The string is actually still there vibrating (until the damper comes down and stops it) and remains the source
of the energy, but the sound you hear is not the string (except perhaps vary faintly), rather, it is the soundboard itself
producing this new and unique sound. You can think of the soundboard, then, not as an
amplifier but rather as a speaker, technically a transducer.
This distinction is important because the soundboard’s
ability to vibrate efficiently at various frequencies plus its ability to handle the energy inputs and dissipate them in a
controlled way plus the unique characteristics of the design and materials used will to a great degree determine the quality
and character of the sound produced ). Think of your stereo system for a minute. A good one has various
types of speakers, low range (woofers), mid range and high range (tweeters) that are best suited to produce various frequencies
necessary for the wide range of musical demands. The soundboard is no different except that you can’t
really load up the soundboard with woofers, mid-range speakers and tweeters. Everything must come from
a single piece of shaped wood or really a composite structure referred to as the soundboard assembly.
The failure
of a soundboard is not unlike a blown speaker. When the soundboard is created it is designed (hopefully)
to achieve the varied, requisite stiffness (and mass but we won’t complicate this discussion with that aspect) in order
to best produce the range of frequencies and at an appropriate volume necessary for a balanced sound through the scale.
Because we’re dealing with wood, the process can be somewhat unpredictable and unstable. Traditional
methods of creating soundboard stiffness are often the most unstable. Let’s look at that process
briefly.
For the soundboard to work properly it is formed into a shallow dome shape often referred
to as crown. This small dome functions somewhat like a spring made of wood. When the dome is compressed
by virtue of downward pressure exerted by the strings, the soundboard stiffens and by controlling that downward pressure you
can control the stiffness in different sections to a degree. But the formation the crown is a process
which employs different methods depending on the piano builder. One method employed involves
first drying the soundboard panel (that large flat piece of wood that is visible under the strings) down to a very low moisture
content (about 4.5% which equates to 80 degrees and about 20% relative humidity). When
much of the moisture has been driven out of the panel the ribs are glued onto the back or underside or back (crawl
underneath a grand piano or look at the back of an upright and notice the ribs which are like small beams running perpendicular
to the grain of the soundboard panel). Then the panel is allowed to take on moisture again.
Of course, the panel wants to expand but is restricted by the ribs on one side so the soundboard panel wanting to expand is
compressed and the ribs are bent into a curve. That curve is known as the crown and this process is known
as compression crowning. Some technician’s, including myself, employ different methods for crown
formation. These involve shaping the supporting ribs into a preformed radius matching the targeted
crown radius. This obviates the need for compression crowning. The panel is dried down but to a much
higher level (around 6 - 6.5%) which puts the panel under much less compression stress, is more predictable and more
stable. It also lessens the inevitable damage which will arise when the wood cells are compressed beyond their
elastic limits. Whichever method is used, for prolonged soundboard health it is important to maintain the soundboard
at a constant humidity level. Extreme low humidity and high humidity, or the fluctuation back and forth between the
two as is often seen in Midwestern or East Coast climates can stress the panels elastic limits and create cracks and pressure
ridges in the panel.
Crown formation is important for the panel to be able to withstand
the downward pressure which comes from the strings and to control the stiffness in various parts of the soundboard assembly. Without
the requisite stiffness will have a more difficult time producing the various frequencies needed especially in the
upper end of the piano. A treble section which lacks adequate stiffness will tend to be percussive and have
a short duration. Tenor and bass sections of the piano are more forgiving. Maintenance of the crown is equally
important if the tone is to remain stable over time. Sadly, compression crowning methods are probably the
least predictable and the least stable. That’s because the thin soundboard panel is under extreme
stress during the crowning process and afterward. The wood cells in the panel are often compressed beyond
their elastic limits (they get crushed) and the strength of the wood panel is compromised. When you add
to that additional pressure that is exerted by the strings bearing down on the whole assembly, the length of time that the
crown can be maintained can be quite short. Sometimes within even a few months it is possible that
the crown will start to change or collapse. Over a longer period of time with seasonal changes in humidity
and cycles of expansion and contraction the panel undergoes more stresses. Eventually weakened areas where
cellular damage has taken place can form what are called pressure ridges and these ridges eventually form cracks.
While the crack itself is not a problem per se, it is an indication that the panel has been stressed beyond the
elastic limits of the wood. While a crack or pressure ridge is not necessarily a reason to condemn
a soundboard it is a sign. If the stiffness is compromised, the soundboard’s ability to
produce and modulate various frequencies and higher levels of energy input begins to deteriorate and along with it the tone.
So looking at our piano in question this is what has happened. Damage to the panel has weakened
it to the degree that it is no longer able to hold crown (assuming it had some to begin with) and the requisite stiffness
across the scale has been compromised. The attack phase has become very percussive and with more forceful
playing quite distorted especially in the mid tenor and bass. Rib separations (glue
joint failure) are causing a lot of buzzing and high pitched whining. The treble section has a very sharp
and short attack with poor development of upper partials and with extremely shortened sustain. The very
high end of the piano has a very short plink sound virtually lacking any pitch recognition. These
are classic symptoms of a failed soundboard.
So the answer to her question was, yes, replacing
the soundboard would change the sound. But, then, that’s the idea.
**********
Electronic Versus Aural Tuning
The other day I received two interesting phone
calls. One was from a person saying they were looking for someone to tune their piano but would only hire them if they
were a strict aural (by ear) tuner, the other person said they would only hire someone if they used and electronic tuning
device (ETD). So what's all the fuss about tuning by ear versus using an ETD?
Before I delve into the details,
I can summarize by saying that while preferences and tuning styles vary I think there is a general consensus among technicians
that aural tuning skills are required no matter whether you use an ETD or not and that ETDs can be valuable tools in terms
of consistency, refinement, problem solving and under special circumstances which I will discuss later. The answer that
I gave the customers was, I use both.
Let's begin by looking at what happens during a routine tuning, one
done by ear and one done using an ETD. The aural tuner begins by tuning a single note, usually A4
(above middle C) to a pitch reference such as a tuning fork. The tuner then proceeds from that note to set what is called
the temperament octave which functions as the reference for the rest of the piano. The temperament octave (in equal
temperament) is divided into 12 equal semitones by tuning a sequence of alternating fourths and fifths in a one
octave confined circle of fifths, in effect. Other intervals such as thirds and sixths are used to check the accuracy
of these fourths and fifths which are themselves altered (or tempered) from pure just slightly in order to achieve relative
consonance in each key. While the explanation for this is beyond the scope of this piece of writing, suffice it
to say that the tuner must manipulate the pitch of each note to a very fine degree in order to achieve an equally
tempered reference octave. From there the tuner tunes down through the bass using octaves and carefully checking
those octaves using various reference intervals and then similarly up through the treble. During this part
of the process (or after depending on the the tuner's style) the unisons, or multiple strings which are part of each single
note, are tuned to complete the tuning.
The user of the ETD functions a bit differently. Using the ETD
(there are various types but most operate this way) the technician takes measurements of several sample notes in the piano
and then calculates an ideal tuning curve (how the whole piano should be tuned) based on those samples. Different pianos
do have different tuning requirements and the calculated tuning curve will vary depending on the piano.
The aural tuner, by the way, also faces these differences but deals with them more on the fly, as it were. Different
ETDs take more or fewer samples depending on how they are programmed. Once the samples are taken and the curve
is calculated, the tuner then is free to choose how to proceed. Each note on the piano can be dialed in and then tuned until
the ETD indicates that you have hit your target pitch which it does with a visual display. Some tuners, after calculating
the theoretical tuning curve, simply start at the lowest note and tune up through the scale relying on the accuracy
of the calculated curve. Others start as they might doing an aural tuning which is in the middle of the piano and
work outward. Similar to the aural tuner, the user of the ETD tunes the unisons either as they go or afterwards. Generally,
as we shall see, the ETD user tunes the unisons by ear in the same manner as the aural tuner.
So the issues
can be divided into several different categories. Setting the reference note, temperament setting, the pre-calculated
versus the on the fly aural tuning, unisons, and other factors. We'll skip setting the reference note because
aside from issues like tuning fork temperature and the mechanics of setting the first note from different types of pitch references
they produce little difference in the ultimate outcome of the tuning. So let's start with unisons.
Unisons
Even for
tuners who rely more on ETD's than strictly aural tuners, about one third of the piano must be tuned by ear. Most
notes in the piano have three strings tuned in unison (60+ on average), about 20 have two strings and the remaining have one.
So typically at least 80 of the notes require you to tune two or three strings in unison even if you use the machine
to set the first of those strings. Unison tuning is typically done by ear even by those who use ETDs because, quite
simply, it's more consistent and accurate. While tuning the entire piano requires creating a uniform temperament
and adjusting the intervals (octaves, fifths, etc.) so that they are consonant with each other, most people who respond to
whether a tuning was good or not are responding to the how clean and stable the unisons sound. To produce clean and
stable unisons, the ear is more efficient and probably more accurate. Part of the reason has to do with the anomalies
of string dynamics and when in the strings vibrating phase the machine reads the pitch. In short, the strings pitch
can change somewhat during the vibrating phase so depending on where in the phase you measure (or read the ETDs output) this
can cause slight variances in pitch accuracy. Since the unison tolerances are so low (even a small deviation from
perfectly in unison is easily detectable even by a non tuner) using the ear will tend to mitigate the possibility of reading
errors from the machine and produce cleaner unisons. Moreover, in the bass section of the piano where more partials
(overtones) are audible, you sometimes need to make judgement calls about which partials you focus on as hand wrapped bass
strings can produce less than perfect partial matching even when the strings are supposed to be identical. For those
reasons, unisons are almost always tuned by ear even by the most ardent users of ETDs. So with respect to unisons, there
is really no difference between aural and ETD tuning, both require the tuning of unisons by ear.
Advantage:
Aural tuning but not really fair since both ETD and aural tuners tune the unisons this way. We'll call it a draw.
Temperament
Setting the temperament probably offers the greatest intellectual and mechanical challenge for the aural tuner.
The temperament octave represents the model octave from which the rest of the piano is tuned. It is usually done from
F3 to F4, but often from A3 to A4. In equal temperament (we'll save the discussion of historical temperaments for
another day) the idea is to divide this model octave into 12 exactly equal semitones. The process is that which
offers the greatest challenge for those learning how to tune because it requires the precise manipulation of various
intervals to varying degrees, a sequence of interval checks (to make sure you are on the right track), and a few judgement
calls. No interval in a piano is tuned pure, or "just", with the exception of the unisons. All intervals
require some slight modification. For example: fifths are tuned slightly narrow, fourths slightly wide, major
thirds are wide which means that minor sixths are slightly narrow, etc. The reason for this has to do with string
physics and something called inharmonicity which means, in short, that the upper harmonics produced by a vibrating string
do not have perfect mathematical relationships to the fundamental tone (or first partial). They're off a bit to
the sharp side. How much basically depends on the diameter and tension in the string thus different pianos
have different amounts of inharmonicity. Moreover, different sections of the same piano have different amounts of inharmonicity
as well. Thus, if you tune a circle of perfect fifths within one octave (and you can do this by alternating
between fifths and fourths) when you get back to the note you started on but one octave higher it will be quite sharp when
compared with your starting note one octave lower. In order to get things to come out right and have that last
note in the circle of fifths sound consonant with the note you started with you will have to tune the fifths slightly narrow.
Not a lot, hardly perceptible, but enough so that that last note matches your beginning note when compared as an octave.
This is the procedure known as "tempering" and is the reason the central octave is called the temperament octave.
At least that's the simple explanation and as far as I'll go for now. More when we get to octave tuning.
So the aural
tuner has to tune this circle of fifths with the exact precision required to get all the intervals: fourths, fifths, sixths,
thirds, seconds and sevenths, to sound right and in all keys. It does offer a challenge and most people learning to
tune spend the most time practicing this particular sequence, wrestling with the smallest of controlled manipulations and
various checks to insure that they accomplish their goal.
The ETD user, on the other hand, simply calculates the inharmonicity in
that section of the piano, pushes a button and the ETD will calculate a perfect sequence of 12 notes miraculously divided
into 12 equal parts. A skilled aural tuner can, of course, tune a very accurate sequence and end up with a beautifully
crafted temperament octave. But having done it both ways I have to say that measured over time and lots of
tunings with pianos in various states, the ETD is more consistent and more accurate, especially if you factor in
speed and (let's be honest) fatigue. How important is a perfectly crafted temperament octave? We'll
that's a discussion for another day.
Advantage: ETD
Octaves--Leaving the Temperament Octave
Leaving the
temperament octave there are a variety of approaches. Most aural tuners proceed up or down tuning octaves
and checking these octaves using various other intervals also used in the temperament octave such as fifths, fourths, thirds
and sixths (and some wider intervals as well such as tenths, twelfths, double octaves, etc.) to insure a smooth
progression going down as well as going up through the rest of the piano.
The ETD user has a slightly
different approach. Having measured some number of sample notes in various places in the piano, the ETD calculates
a theoretical tuning curve for the rest of the piano based on those measurements. Here's where things get a
bit tricky.
Let's revisit inharmonicity for a moment. You recall that inharmonicity refers to the degree
to which the upper partials of a string don't have perfect mathematical relationships to the fundamental or
first partial. What does this mean actually? Each vibrating string produces a sequence of partials and they
are referred to in the following way: the 1st partial is the fundamental note itself, the 2nd partial is one
octave above that, the 3rd partial is a fifth above that, the 4th partial is a fourth above that (which is now two octaves
above the first partial), the 5th partial is a major third above that, the 6th partial is a minor third above that
(or now two octaves plus a perfect fifth) and so on. Every vibrating string produces this partial sequence and
these frequencies are all audible when you play a single string (if you listen carefully).
Since all
notes produce this same sequence that means that for any two different notes played there may (or may not) be some partials
which the two notes have in common. Those partials that the two notes have in common are called "coincident
partials". For example, the note C1 (the lowest C on the piano) and the note C2 (one octave higher) have in common
the first partial of C2 and the second partial of C1. Moreover, they also have the second partial of C2 and the 4th
partial of C1; also the 3rd partial of C2 and the sixth partial of C1. Octave have lots of coincident partials.
Other intervals, like minor seconds, have none.
So why is this important? Because when you are tuning octaves together what
you are listening for is often a particular coincident partial. The octave, when tuned to a particular set of coincident
partials is thus referred to by the name of those partials, for example a 2:1 octave would be one in which you are
comparing the 2nd partial of the lower note with the 1st partial of the higher note. So what, you say. Well
you recall the bit about inharmonicity, right? As it turns out the measured amount of inharmonicity varies depending
on which partial you measure it on! In effect, the higher you go up the partial chain, the more out of tune the
partials get.
What this all means is that depending on which type of octave you are tuning you will
tune it differently and the relationship between the two notes will change ever so slightly. Not all octaves are created
equal. As an aural tuner you will select the type of tuned octave based on either your own preferred
style and/or on what sounds right. An ETD user will select a programmed "style" for the tuning curve which
will calculate octaves based on the settings in that particular style. It may be the best for that piano, but it
may not. Moreover, as I mentioned, inharmonicity can vary within an individual piano and it may be necessary
to deviate from the theoretical curve in various parts or the piano, most notably between the tenor and bass. Here,
it's necessary for the ear to guide you and there are some judgment calls to be made. The ETD can be of
assistance because it can quantify what you are hearing. You can set the the ETD to focus in on a particular
partial that you are targeting and get a reading from both notes that you are comparing. That may help you make
a decision in conjunction with what you are hearing as to the best way to proceed in that particular section.
Nevertheless, because pianos can be somewhat unpredictable this way, the ear must be the final judge of what sounds
right.
Advantage: Aural tuning with an assist from an ETD to outline a theoretical tuning curve and be able to visualize
what's happening in a particular section of the piano.
Other Situations
This is getting long so let's
wrap it up. There are cases where using an ETD has distinct advantages. When encountering a piano that is significantly
off pitch and requires a preliminary pitch correction before one can attempt to fine tune the piano the ETD is extremely useful.
Pianos don't tolerate much of a pitch change and remain stable. That's because any significant change in pitch
creates a moving change in overall tension as you progress through the scale. This causes, in effect, the piano to move
back in the direction it came from by a factor of about 30%. So if you are pulling the pitch of a piano up from some
amount flat, you need to first over shoot your target by about 30%. When you are finished with the first tuning the
piano will have settled back very close to your target and you can begin, then, the second tuning and the process of fine
tuning the instrument. The ETD can be very useful in measuring and calculating the required amount of "overpull"
such that you end up as close as possible to the target pitch. It's much harder to do accurately by ear.
Another area where
the ETD has an advantage is when tuning more than one piano in unison. A calculated and memorized tuning curve can then
be easily transferred to one other or (88 other pianos for that matter) without having to worry about comparing notes
on the two different instruments. A problem, sometimes, if you don't have very long arms.
Similarly,
if you are working with a recording studio and the pianist wants to go back some time later to edit, or cut-in over the existing
recording, it will be critical that the piano is tuned exactly as it was for the edit to blend perfectly. By storing
the exact tuning used in the ETD you can easily duplicate it with a great deal of accuracy.
Advantage: ETD
Summary
So you can
see that both aural skills and the intelligent use of the ETD have their own distinct advantages and can be of great benefit
in producing consistent and quality tunings. The ETD, like anything else, is simply a tool. When considering hiring
someone be less concerned with what they use and more concerned with the quality and stability of the tuning you get no matter
how it's accomplished.
(If you got through this, congratulations. It's far more than I intended to
write but I hope it helps.)
**********
What is meant by the "Stanwood" system.
For several years now, David Stanwood has been instrumental in bringing about an active
dialogue in touchweight analysis and with that has injected several new ideas about how to set up and measure action performance.
One of the important contributions has been the development of what he calls the balance weight system for determining the
static resistance in an action and elevating the standard of action touchweight uniformity. The balance
weight idea is not new. The value was first identified by piano technician Don Galt in an article in the
Piano Technician’s Journal in 1969 and was referred to as “weight resistance”. Traditionally,
the weight of an action is measured by determining the downweight (how many grams are required to depress the key). The
weight resistance idea, or balance weight as Stanwood has named it, involves measuring not only the downweight but the upweight
(the number of grams that the key will lift after it is depressed) in determining the static resistance in a key.
This is a fundamental concept in the Stanwood system.
The
importance of the balance weight system comes into play when an action is being adjusted so that the touch weight is uniform
through the entire keyboard. By measuring both the upweight and the downweight for each key and taking an average of the two
(the number that defines the balance weight) you effectively remove the friction variable from the equation and you will
have a much more accurate measure from which you can adjust the lead weights in the keys—the traditional method of altering
the key’s resistance. Removing friction from the equation has the side benefit of being able to isolate and
then correct friction problems in the action for even greater uniformity. (See the two charts
on the first page of the website which illustrate the before and after survey on an action using this balance weight system).
The Stanwood system has developed several other parameters that are
used to insure greater uniformity of touch. These include creating a smooth weight curve of what he calls
“Strike Weights” which is the combined weight of the hammer and the hammer shank that is being lifted by the key
and wippen lever. (The wippen is, of course, also lifted by the key and the combination of the strike weight
plus the weight of the wippen is referred to as the top weight of the action and is used in various equations.)
A smooth curve means that the weight of the hammer and shank combination is graduated (usually in increments of .1
grams) from note 1 through note 88. The front weight of the key is another parameter that is controlled
in the system. The front weight refers to the weight taken at the front of the key with the key rotating
from the balance point. Stanwood has developed a method of analyzing action leverage using the weight
of various component parts which can be used to pre calculate or produce by careful execution a smooth curve
of front weights. This smooth curve of both strike weights and front weights combined with a uniform balance weight
(and controlled friction) produces an action whose touchweight dynamics are very uniform through the scale.
In addition, Stanwood advocates a relocation of the key leads toward the
balance point in the key. This is not unique to the Stanwood system and is something that New York Steinway
began doing in the 1970's with their so called "accelerated action" as well as many European piano makers
who have done this for more than a century. The idea is that by locating the weight nearer
to the balance point, the inertia (an object's tendency to resist movement or stay in motion) is reduced.
This has two advantages: first, the key will feel as if it has less resistance (lower inertia means
less resistance to acceleration), and second, the speed with which the key returns to the rest position after being depressed
will be somewhat faster. All actions have some level of inertia. The greater the mass, the greater the
inertia. Actions that require lots of key leads to balance them will have higher inertia due to the increased
mass in the key. Stanwood's philosophy encourages attainment of a very low level of inertia by targeting
a system leverage (the system's weight lifting efficiency which he terms the “strike weight ratio”) and matching
that to the weight of the component parts in the system. Stanwood has identified a ceiling for the amount
of weight that you can put in any given key without creating inertial problems. While this ceiling is somewhat arbitrary having
been determined empirically, it does serve as a useful guideline. While I believe that targeting a low
leverage system is generally a good thing you can over do it. An action in which the inertia is too low
can seem as if it lacks control or "feel" just as one with too high inertia can seem sluggish even if the static
resistance is relatively low.
Stanwood has written
several “how to” and articles in technical journals over the years as well as publishing the findings of
much of his research. These articles describe many of his procedures and offer insights into the practical uses of his
equations. He also offers a platform (Stanwood Touch Design Kit™)
and various tools which, along with his published guidelines and procedures, can be used to set up a new action
or fix a poorly functioning one. For those who are unable to wind their way through the technical articles and/or
learn to use the measurement platform on their own or who may wish to avail themselves of other aspects of his action research,
he offers a week long seminar in which he gives hands on instruction in his system. At the end of
that seminar you may decide to become a licensed Piano Touch Design Installer. The question often asked is whether
one needs licensing to successfully (and legally) achieve the goals that Stanwood has been promoting now for a number of years.
The simple answer is no. Many technicians are using Stanwood methods and targeting these goals on actions they design
or rebuild.
I have employed his system for many years now
and have instructed other technicians in Stanwood basics on more than one occasion. Information on his work continues
to be made available through the numerous technical articles published on the subject (some by Stanwood himself),
classes taught at national and regional conventions, and ongoing technical discussions on the subject that
frequent the technical forums (it's a popular topic). I continue to employ the use of his Piano Touch Design
Tools and materials and balance every action that I work in this manner as part of my basic action package.
The procedures are not mysterious or terribly complicated but they can be somewhat more time consuming as each component part
must be weighed and charted, key weights must be relocated, added or, more often removed, friction checked and controlled,
parts manufacturing checked for higher tolerances. Nevertheless, I consider his methodology to an important part
of achieving a high level of action performance which is why I've gone to that standard.
While more and more technicians who engage in rebuilding actions are using at least some
of Stanwood’s methods for balancing and creating greater uniformity in touch dynamics, design issues are somewhat
more complicated and there are other considerations that fall outside the system. Many technicians who rebuild
(or design actions from scratch) employ traditional methods of determining the mechanical characteristics (leverage) for the
actions they work on. Traditional methods favor analyzing leverage by measuring distance ratios for each of the
three levers involved in the piano action and calculating the overall leverage using a relatively straight forward engineering
model. These figures are then used along with a thorough analysis of the relative elevations and interfaces of
the component parts in order to first determine and/or establish the specific regulation requirements (regulation
refers to how far certain parts travel during and including the key stroke itself). Setting up an
action with leverage that is too low will create problems with regulation often resulting in key dip (the distance the key
travels during the key stroke) to be too great running the risk of the pianist feeling as if their fingers are getting buried
at the bottom of the key stroke. This can reduce action speed and can make light, fast playing more difficult.
The tonal requirements of an action can also
impact choices about action leverage. Hammer selection in terms of weight can sometimes be at odds with
what a designer might consider important in terms of action performance. For example, some pianos will
sound better with lighter hammers. Targeting a very low leverage in which very light hammers are used won’t
produce a normal feeling action but rather one that feels very “fly away” and uncontrollable. Similarly,
some performance pianos require much heavier hammers as more mass at the hammer will produce a louder and more powerful tone.
So prior to targeting a default, leverage system, tonal requirements need to be taken into consideration and the
leverage designed to produce the optimum level of inertia that will accompany a particular set of hammers. Tonal
requirements, in my opinion, need to be considered first followed by a combination of regulation and weight and balance.
How these three issues are prioritized will vary between technicians but one needs to be cautious in this area as a
high performing action that doesn’t produce the correct tone for the piano can defeat the purpose of trying to achieve
uniformity in touch dynamics. The right choices all the way along will result in an action that produces
a tone to match the instrument’s tonal design (or customer taste), an action that has the proper key and hammer travel,
and one that after the final balancing will produce the right sensitivity, uniformity and dynamic feel. That outlines
my own procedure.
In conclusion, Stanwood's contribution to
greater emphasis placed on weight and balance is significant but addressing weight and balance alone is not enough to
produce a high performance action. Distance specifications, alignment, regulation, friction and tonal considerations must
be taken together with weight and balance to achieve the best and most predictable results. In the end, however,
how an action gets set up must appeal to the person playing it. Some prefer lighter actions, some heavier. Some
prefer the lowest level of inertia some don't. Similarly, some prefer to emphasize power and brilliance in tonal
output, others prefer to emphasize warmth and a delicate pianissimo. In my approach, all work is customized for each
player/owner and I endeavor to establish the customer's priorities before I begin. In my opinion, that approach
should trump all other considerations, within reason, of course.