Sixteen Experimental Investigations from the Harvard Psychological Laboratory, Hugo Münsterberg [top fiction books of all time TXT] 📗
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third, while the intensity of the initial reaction is greater than
that of either of these subsequent beats. This form of succession I
have called a transformed dactylic. It adheres to the dactylic type
in possessing initial accentuation; it departs from the normal
dactylic succession in inverting the values of the second and third
members of the group. This inversion is not inherent in the rhythmic
type. The series of three beats decreasing in intensity represents the
natural dactylic; the distortion actually presented is the result of
the proximity of each of these groups to a syncopated measure which
follows it. This influence I believe to be reducible to more
elementary terms. The syncopated measure is used to mark the close of
a logical sequence, or to attract the hearer’s attention to a striking
thought. In both cases it is introduced at significant points in the
rhythmical series and represents natural nodes of accentuation. The
distortion of adjacent measures is to be attributed to the increase in
this elementary factor of stress, rather than to the secondary
significance of the syncopation, for apart from any such change in the
rhythmical structure we have found that the reactions adjacent to that
which receives accentual stress are drawn toward it and increased in
relative intensity.
Further quantitative analysis of rhythmical sequences, involving a
comparison of the forms of successive measures throughout the higher
syntheses of verse, couplet and stanza, will, I believe, confirm this
conception of the mutable character of the relations existing between
the elements of the rhythmical unit, and the dependence of their
quantitative values on fixed points and modes of structural change
occurring within the series. An unbroken sequence of dactyls we shall
expect to find composed of forms in which a progressive decrease of
intensity is presented from beginning to end of the series (unless we
should conceive the whole succession of elements in a verse to take
shape in dependence on the point of finality toward which it is
directed); and when, at any point, a syncopated measure is introduced
we shall look for a distortion of this natural form, at least in the
case of the immediately preceding measure, by an inversion of the
relative values of the second and third elements of the group. This
inversion will unquestionably be found to affect the temporal as well
as the intensive relations of the unit. We should likewise expect the
relations of accented and unaccented elements in the two-beat rhythms
to be similarly affected by the occurrence of syncopated measures, and
indeed to find that their influence penetrates every order of rhythm
and extends to all degrees of synthesis.
To the quantitative analysis of the intensive relations presented by
beaten rhythms must be added the evidence afforded by the apprehension
of auditory types. When a series of sounds temporally and
qualitatively uniform was given by making and breaking an electric
circuit in connection with a telephone receiver, the members of a
group of six observers without exception rhythmized the stimuli in
groups—of two, three and four elements according to rate of
succession—having initial accentuation, however frequently the
series was repeated. When the series of intervals was temporally
differentiated so that every alternate interval, in one case, and
every third in another, stood to the remaining interval or intervals
in the ratio, 2:1, the members of this same group as uniformly
rhythmized the material in measures having final accentuation. In
triple groups the amphibrachic form (in regard to temporal relations
only, as no accentuation was introduced) was never heard under natural
conditions. When the beginning of the series was made to coincide with
the initiation of an amphibrachic group, four of those taking part in
the investigation succeeded in maintaining this form of apprehension
for a time, all but one losing it in the dactylic after a few
repetitions; while the remaining two members were unable to hold the
amphibrachic form in consciousness at all.
(b) The Distribution of Durations.
The inquiry concerning this topic took the direction, first, of a
series of experiments on the influence which the introduction of a
louder sound into a series otherwise intensively uniform exerts on the
apparent form of the series within which it occurs. Such a group of
experiments forms the natural preliminary to an investigation of the
relation of accentuation to the form of the rhythm group. The
apparatus employed was the fourth in the series already described. The
sounds which composed the series were six in number; of these, five
were produced by the fall of the hammer through a distance of 2/8
inch; the sixth, louder sound, by a fall through 7/8 inch. In those
cases in which the intensity of this louder sound was itself varied
there was added a third height of fall of two inches. The succession
of sounds was given, in different experiments, at rates of 2.5, 2.2,
and 1.8 sec. for the whole series. The durations of the intervals
following and (in one or two cases) preceding the louder sound were
changed; all the others remained constant. A longer interval
intervened between the close and beginning of the series than between
pairs of successive sounds. After hearing the series the subject
reported the relations which appeared to him to obtain among its
successive elements. As a single hearing very commonly produced but a
confused impression, due to what was reported as a condition of
unpreparedness which made it impossible for the hearer to form any
distinct judgment of such relations, and so defeated the object of the
experiment, the method adopted was to repeat each series before asking
for judgment. The first succession of sounds then formed both a signal
for the appearance of the second repetition and a reinforcement of the
apperception of its material.
In order to define the direction of attention on the part of the
observer it was made known that the factors to be compared were the
durations of the intervals adjacent to the louder sound in relation to
the remaining intervals of the series, and that all other temporal and
intensive values were maintained unchanged from experiment to
experiment. In no instance, on the other hand, did any subject know
the direction or nature of the variation in those quantities
concerning which he was to give judgment. In all, five subjects shared
in the investigation, C., E., F., H. and N. Of these C only had
musical training. In the tables and diagrams the interval preceding
the louder sound is indicated by the letter B, that following it by
the letter A. Totals—judgment or errors—are indicated by the letter
T, and errors by the letter E. The sign ‘+’ indicates that the
interval against which it stands is judged to be greater than the
remaining intervals of the series, the sign ‘=’ that it is judged
equal, and the sign ‘-‘ that it is judged less.
The first series of changes consisted in the introduction of
variations in the duration of the interval following the loud sound,
in the form of successive increments. This loud sound was at the third
position in the series. All intensive relations and the duration of
the interval preceding the louder sound remained unchanged. The
results of the experiment are presented in the following table.
TABLE XXVIII.
Ratio of A to B A Errors Total Per cent.
Other Intervals. + = - + = - B A T judgts. of errors
1.000 : 0.625 2 2 2 4 2 0 4 2 6 12 50
1.000 : 0.666 4 2 0 1 3 2 4 5 9 12 75
1.009 : 0.714 5 3 0 2 2 4 5 6 11 16 69
1.000 : 0.770 5 4 0 1 1 7 5 8 13 18 72
1.000 : 0.833 1 5 0 0 0 6 1 6 7 12 50
Totals, 17 16 2 8 8 19 19 27 46 70
The value of the interval following the louder sound is correctly
reported eight times out of thirty; that preceding it is correctly
reported sixteen times out of thirty. The influence which such a
change in intensive value introduced at a single point in a series of
sounds exerts on the apparent relation of its adjacent intervals to
those of the remainder of the series is not equally distributed
between that which precedes and that which follows it, but affects the
latter more frequently than the former in a ratio (allowing latitude
for future correction) of 2:1. In the case of interval A the error is
one of underestimation in twenty-seven cases; in none is it an error
of overestimation. In the case of interval B the error is one of
overestimation in seventeen instances, of underestimation in two. The
influence of the introduction of such a louder sound, therefore, is to
cause a decrease in the apparent duration of the interval which
follows it, and an increase in that of the interval which precedes it.
The illusion is more pronounced and invariable in the case of the
interval following the louder sound than of that preceding it, the
proportion of such characteristic misinterpretations to the whole
number of judgments in the two cases being, for A, 77 per cent.; for
B, 54 per cent. The effect on interval A is very strong. In the second
group, where the ratio of this interval to the others of the series is
3:2, it is still judged to be equal to these others in 50 per cent. of
the cases, and less in 35 per cent. Further, these figures do not give
exhaustive expression to the whole number of errors which may be
represented in the judgments recorded, since no account is taken of
greater and less but only of change of sign; and an interval might be
underestimated and still be reported greater than the remaining
intervals of the series in a group of experiments in which the
relation of the interval in question to these remaining intervals
ranged from the neighborhood of equivalent values to that in which one
was double the other. If in a rough way a quantitative valuation of
errors be introduced by making a transference from any one sign to
that adjacent to it (e.g., - to =, or = to +) equal to one, and
that from one extreme sign to the other equal to two, the difference
in the influence exerted on the two intervals will become still more
evident, since the errors will then have the total (quantitative)
values of A 46, and B 19, or ratio of 1.000:0.413.
Next, the position of the louder sound in the series of six was
changed, all other conditions being maintained uniform throughout the
set of experiments. The series of intervals bore the following
relative values: A, 0.900; B, 1.100; all other intervals, 1.000. The
louder sound was produced by a fall of 0.875 inch; all others by a
fall of 0.250 inch. The louder sound occurred successively in the
first, second, third, fourth and fifth positions of the series. In the
first of these forms it must of course be remembered that no interval
B exists. The results of the experiment are shown in the following
table:
TABLE XXIX.
Position Apparent Values. Errors. % of Errors Ditto
in B A B A T in tot. judg. quant.
Series + = - + = - B A B A
1 2 6 6 0 12 12 85.7 85.7
2 2 8 2 1 7 4 10 11 21 83.3 91.6 73.3 91.6
3 1 9 3 1 8 3 10 11 21 76.9 91.6 71.9 91.6
4 1 8 4 2 6 5 9 11 20 69.2 84.6 52.8 84.6
5 0 12 0 0 4 8 12 12 24 100.0 100.0 60.0 100.0
Totals, 4 37 9 6 31 26 41 57
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