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Multipurpose Auditorium
Tyler Dare
Physics 498 POM
May 13, 2005
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1. Purpose
A major problem when constructing an auditorium is deciding what its primary
function must be. The acoustics for an orchestra hall vary greatly from those for a
proscenium theatre or a large lecture hall. However, many institutions, such as high
schools and small colleges, only have space and money for once of these arrangements.
As a result, the good acoustics for some arrangements is often sacrificed. However,
auditoriums can be designed to provide good acoustics for many different types of
performances. To illustrate this, the multipurpose auditorium was designed. The goal
was to design an auditorium that would have excellent acoustics for a variety of purposes,
specifically orchestra, drama, and lectures.
2. Theoretical Background
The acoustics of a room is usually a subjective quality. Concertgoers describe a
hall as “live” or “dead” and talk about the “shimmer” of the strings. Theatre patrons are
primarily concerned with how well they can understand the speakers. There are a few
quantitative measures of the acoustics of a room.
2.1 Reverberation Time
The most important of these parameters is reverberation time. Reverberation time
is defined as the time it takes for an impulse of sound in a room to decay 60 dB, or one
millionth of the original level. This value is affected by most everything in the room,
including room volume, absorption of room materials, diffusion from surfaces, and room
temperature and pressure. An estimate of reverberation time is given by the Sabine
Equation:
=
A
V
T 049.0,
3
where T is the reverberation time, V is the room volume in ft
3
, and A is the effective area
of absorption, given by
=
=
N
n
nn
aSA
1
,
where S is the area in ft
2
and a is the absorption coefficient of all N surfaces in the room.
This equation assumes that the room is not too oddly shaped (e.g., a tunnel) so that the
sound energy can spread out easily throughout the room. The equation also does not take
into account the effects of room atmosphere on sound. This equation is purely empirical,
using data collected in the late 1800s. The measurements of reverberation time were
taken at 512 Hz, which limits the description of the reverberation of the room to this
single frequency.
A more accurate estimate of reverberation time is found by using ray tracing with
acoustics modeling software. A model of the room is created, giving each surface its
absorption and diffusivity coefficients, and sound sources are placed in the room. The
ray tracing technique involves following rays shot out from the source in different
directions. When a ray encounters a surface, its intensity is reduced according to the
absorption coefficients, and it goes in a new direction according to the diffusivity of the
surface. If this process is done with thousands of waves at each octave band, an accurate
estimate of the sound levels at each location in the room can be calculated, based on how
many rays of each intensity reach a particular audience area. The most common measure
of reverberation time for these programs is T-30, which is calculated from the slope of a
best fit curve for the sound levels and times as the sound decays from -5 to -35 dB. This
tends to be more accurate that the Sabine equation because it takes into account not only
the absorption of the surfaces, but also the diffusivity, the specific shape of the room, and
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the locations of the sources and audience. Also, the reverberation time can be calculated
at many different octave bands, which is a more telling measure of the sound of the room.
2.2 Speech Intelligibility
While the reverberation time is the most important factor in the acoustics of a
room, speech intelligibility is also important, especially in dramas and lectures. One
useful way of measuring speech intelligibility is by using D-50.
D-50 =
0
2
050.0
0
2
)(
)(
dttp
dttp
s
, where p is the pressure level and t is time in seconds
This is a measure of the percent of the total sound energy arriving before 50 ms after the
initial pulse of sound. The idea is that sound energy heard by the audience before 50 ms
is beneficial to the understanding of speech in that it increases the volume of the words
spoken. On the other hand, sound that comes after 50 ms is detrimental to speech
comprehension, because it tends to muddy the sound and make it less clear. A high D-50
indicates that the audience will easily be able to understand speech. This parameter must
be found using ray tracing software, as there is no simple equation to estimate this value
like the Sabine equation.
2.3 Sound Coverage
A final desirable quality for an auditorium is even coverage of sound. There
should be no seats in the audience where the sound level is significantly lower or higher
than the rest of the audience. Problems can be predicted and adjusted using ray tracing
software before the auditorium is built. Sound pressure levels can be mapped over the
audience area to see if there are any spots with more than a few dB difference. These
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mappings typically output specific sound pressure levels, but these are not as important as
the even coverage, as sound amplification can always be used.
3. Desired Qualities
With the parameters defined, it is necessary to determine what the best acoustic
measurements are. While the optimal acoustic parameters will vary depending on the
preferences of the listener, some spaces have been judged consistently as among the best
in the world.
3.1 Boston Symphony Hall
Symphony Hall in Boston is usually considered the best orchestra hall
acoustically in the United States. It was built in 1900 with acoustical consulting by
Wallace Sabine, who come up with the Sabine equation a few years earlier. Soloists
enjoy the intimacy of the response of the hall, and music critics say the music heard is
clean and clear. Boston Symphony Hall was the model for the concert hall setup of the
multipurpose auditorium. Its relatively simple, rectangular shape also makes adjustments
easier to make, which will be important in the multipurpose auditorium. The goal of the
orchestral setup of the multipurpose auditorium was to match the acoustics of Boston
Symphony Hall by mimicking its dimensions closely.
Boston Symphony Hall has a reverberation time of 1.8 seconds when fully
occupied. This measurement is an average of ones at 500 and 1000 Hz. While this is
slightly shorter than average halls of the same size, many critics think that this is what
gives the hall its superior quality over even the best concert halls, such as the Grosser
Musikvereinssaal in Vienna. It contains 2631 seats, with 1486 on the main level and 598
and 547 on the two balconies. For the multipurpose auditorium, the top balcony and the
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side portions of the lower balcony were eliminated. Most of the materials from the
Boston hall were used, including the plaster walls and wood floors.
3.2 Royal Shakespeare Theatre
With the primary setup for the multipurpose auditorium established, adjustments
must be made to make the space appropriate for other uses. For drama, a good model for
suitable acoustics is the Royal Shakespeare Theatre in Stratford-upon-Avon. It would be
difficult to mimic the shape of this theatre by modifying the orchestral setup of the
multipurpose auditorium, because this theatre is fan shaped instead of rectangular.
However, the acoustical measurements can be used as a guide for what the acoustics of
the drama setup of the multipurpose auditorium should be. Royal Shakespeare Theatre
has a reverberation time of 1.0 seconds and a capacity of 1459 over three levels. The
portion of early energy from a centrally located source is about 72% on average and
ranges from 60 to 80%, depending on the location of the measurement in the theatre. The
dimensions of the fly space were used as a model for the multipurpose auditorium.
3.3 Classroom Acoustics
For the lecture hall setup of the multipurpose auditorium, the drama setup can be
altered to include a chalkboard, podium, and other teaching aids. However, the acoustics
must also change. The American National Standards Institute recommends a maximum
reverberation time of 0.7 seconds for classrooms between 10,000 and 20,000 ft
3
. It also
recommends in Standard S12.60 for Classroom Acoustics that the background noise in a
classroom should not exceed 35 dB. While the volume of the multipurpose auditorium
will greatly exceed 20,000 ft
3
, 0.7 seconds is a good standard for good speech
intelligibility in a lecture hall setup. The multipurpose auditorium also will not have
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much background noise, as the background noise requirements for a quality orchestral
performance space will be below 35 dB. A performance space will usually have a
remotely located HVAC system, which is the main source of background noise for
classrooms.
4. Auditorium Design
After the criteria for all three setups of the multipurpose auditorium were
established, design began. A number of initial sketches were made, primarily concerning
the method of reducing the volume of the space so as to decrease reverberation time.
Next, the design was put into AutoCAD 2005 so as to have a three dimensional
representation of the auditorium. The exact dimensions of everything in the auditorium
were finalized and entered into CATT-Acoustic, an acoustics modeling program that uses
the ray tracing technique.
4.1 Initial Design
The most critical problem with varying the acoustics of the multipurpose
auditorium was determining how to change the reverberation time of the room. Many
modern auditoria use absorptive hanging curtains in the audience area to fine-tune this
parameter, but a large volume change is needed to alter the reverberation time by more
than a few tenths of a second. The solution was to install a retractable ceiling above the
audience. This ceiling would cut off the balcony as well as about a third of the volume of
the audience area, significantly reducing the volume of the room. The bottom of the
ceiling would be made of absorptive ceiling panels, which would prevent too many
detrimental reflections off of the ceiling. Since the ceiling would cut off the balcony, it
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would reduce the capacity of the house, but since the majority of the seats are on the main
floor this would not make too much of a difference.
The second major problem was designing an orchestra shell which would cut off
the fly space and its absorptive curtains. The goal was to have as much of the sound
energy as possible be directed towards the audience. The solution was to make the sound
shell span the width of the stage and reach to the top of the stage opening so as to
minimize the amount of energy lost into the fly space. The elliptical shape prevents the
sound from being focused at one point in the audience, a common problem with parabolic
and circular reflectors, and also allows the shell to reduce the depth of the stage to the
minimum necessary for an orchestra performance. The shell was designed to be made of
a highly reflective material such as sealed plywood.
The final problem was finding a way to further reduce the volume of the room to
reduce the reverberation time for the lecture setup. This was solved by having a movable
heavy curtain between the two sections of the main floor. A curtain was used because it
would not reflect sound back onto the audience, as this would inhibit speech
intelligibility. This will cut down the audience area substantially, but even the largest
lectures rarely exceed 500 students, which will be the approximate capacity of this setup.
4.2 AutoCAD Modeling
The initial model of the multipurpose auditorium was made in AutoCAD 2005.
First, the major dimensions of Boston Symphony Hall were used to form a basic outline
of the auditorium. The balconies and stage were left out. The stage and fly space were
made by adjusting the dimensions of those of the Royal Shakespeare Theatre to make
them fit with the walls already in place. With all of the permanent walls in place, the
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movable ceiling and curtain were added on different layers so they could be turned on
and off to see the different setups. Finally, the sound shell was added so the elliptical
shape met with the walls and opening of the stage.
4.3 CATT-Acoustic Modeling
After a demo version of CATT-Acoustic was obtained, the next step was to
transfer the AutoCAD model to the acoustic software. In the full version of CATT-
Acoustic there is a module that will convert AutoCAD files to the CATT-Acoustic
format, but unfortunately this is not part of the demo version, so the model of the
multipurpose auditorium had to be manually put into the program. To do this, all of the
vertices of all of the planes that make up the room were given coordinates taken from the
AutoCAD model. Then, the planes were defined by connecting the vertices. Absorption
coefficients and colors were assigned to each surface to facilitate ray tracing and three-
dimensional modeling of the auditorium. The absorption coefficients of each surface
were defined in percents across six octaves, from 125 Hz to 4 kHz. For instance,
audience areas were modeled as fully occupied, upholstered seats, with <60 74 88 96 93
85> as the percent of absorption for the <125 250 500 1k 2k 4k> Hz frequencies. After
all of the surfaces were added, initial computations were made using the software.
4.4 Initial Results and Troubleshooting
There were a few problems with the first design of the multipurpose auditorium.
First of all, the reverberation times for all setups were too long. The reverberation time
was shortened to an acceptable level for the orchestra setup by adding a curtain on the
back wall. This absorbs some sound without eliminating any of the important direct
sound or early reflections. A balcony was also added, which reduced the reverberation
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time while increasing the capacity of the house. The reverberation time of the lecture
setup was also improved somewhat, but it was still too long. This problem was solved
with the realization that there were no curtains hanging in the fly space. Three curtains
were added in the fly space, and their added absorption reduced the reverberation time to
the desired value range, while not affecting that of the orchestra setup because the
orchestra shell cut off the fly space. Small hanging curtains near the side walls were
added to further reduce the reverberation time if needed in any setup. A large problem
occurred with the lecture setup. When the hanging curtain was added in the center of the
auditorium, the reverberation time increased instead of decreasing. This problem was
eventually solved by adding transparency coefficients to the curtain. This allowed some
of the sound energy to pass through the curtain to the unused portion of the auditorium,
reducing the total sound energy in the lecture portion and reducing the reverberation time
to an appropriate length.
5. Results
The results of the multipurpose auditorium were calculated using the CATT-
Acoustic software. The numbers were compared to the two model performance spaces as
well as the ANSI standard.
The audience capacity was calculated by dividing the audience area by the
average area per seat, usually taken to be about 0.5 m
2
, or 5.38 ft
2
. The area of the two
front audience areas is 1200 ft
2
each, of the two back areas 1500 ft
2
each, and of the
balcony area 1950 ft
2
. For the orchestra setup, which uses all of these areas, this gives a
capacity of
1366
/38.5
19502*15002*1200
2
222
=
++
=
seatft
ftftft
Capacity seats
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Similarly, the capacity of the drama setup is 1004 seats, and the lecture setup can hold up
to 446 people. These numbers are in the range of the desired capacity at the beginning of
the project.
5.1 Orchestra Setup and Boston Symphony Hall
The only acoustical statistic that could be found for Boston Symphony Hall was
reverberation time, 1.8 seconds. This was found by averaging the reverberation times at
500 and 1000 Hz. If this is done for the multipurpose auditorium, the result is 2.0
seconds, slightly longer, but still in the range of a premiere concert venue. Since the
majority of the dimensions of the multipurpose auditorium were taken from Boston
Symphony Hall, the two spaces should sound approximately the same. The multipurpose
auditorium holds less people than Boston Symphony Hall, with 1366 seats in the
multipurpose auditorium compared to 2084 for the first two levels for the Boston hall.
This is because of the removal of the side balconies from the Boston design and the
widening of the aisles. If this is too few seats for the intended owners, a second balcony
could be added above the existing one in the plan, adding about 300-400 extra seats. The
orchestra setup of the multipurpose auditorium is a good replica of Boston Symphony
Hall, with similar acoustic properties.
5.2 Drama Setup and Royal Shakespeare Theatre
While the drama setup is merely a modification of the orchestra setup and quite a
different shape from most drama spaces, their acoustical properties are comparable.
Royal Shakespeare Theatre in Stratford-on-Avon has a reverberation time of 1.0 seconds.
The drama setup of the multipurpose auditorium also has a reverberation time of 1.0
seconds. The Royal Shakespeare Theatre has about 72% early sound energy on average.
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CATT-Acoustic estimates the D-50 of the multipurpose auditorium to be about 95%.
This is much higher, which might indicate that the lecture setup will sound somewhat
dryer than the Royal Shakespeare Theatre. This could be altered by removing some of
the absorptive material in the audience area, but this would increase the reverberation
time also. A model would have to be constructed to determine the extent of the early
energy fraction problem. A mapping of sound pressure levels over the audience area
shows that there is even coverage of sound across all of the seats. The 1004 seats are
slightly fewer than the 1459 for the theatre in Stratford, but should be ample for the needs
of the intended owners.
5.3 Lecture Setup and ANSI Standard S12.60
The lecture setup as similar acoustic properties to the drama setup of the
multipurpose auditorium. It has the same even coverage of sound as the drama setup, and
the added curtain lowers the reverberation time to about 0.7 seconds. This is within the
maximum reverberation time defined by ANSI Standard S12.60, especially considering
the volume and capacity of the hall. The D-50 of the lecture setup is about 98%, which
still might be too dry for a lecture, but this can again be altered somewhat. The capacity
of 446 should be enough for almost all lectures, and the students will be able to
understand the speech better than in most other lecture halls.
5.4 Errors with CATT-Acoustic Demo
There are a few problems that are the result of using the demo version of CATT-
Acoustic. First of all, there was no way to convert the AutoCAD model to the CATT-
Acoustic format. This did not affect the prediction of acoustic properties. A large
problem is that the demo version limits the number of rays used in the ray tracing
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technique to 1000 per octave. This limits the accuracy of all of the measurements
because fewer rays mean odd reflections and slight disturbances in a few waves can
change the measurements drastically. For a room about the size of the multipurpose
auditorium, about 10 to 100 times this number of rays should be used at each octave for
an accurate prediction. This limitation might have added to the early sound energy
fraction discrepancy.
6. Conclusions
The multipurpose auditorium was intended for use in a small college or high
school with limited space and money, but a need for many different performance types.
To facilitate this, the auditorium was designed so it could be altered for orchestra, drama,
and lecture functions. The three setups were modeled after premiere performance
venues, including the Royal Shakespeare Theatre and Boston Symphony Hall. The hall
was designed in AutoCAD 2005 and CATT-Acoustic software. The results, found using
CATT-Acoustic, are quite impressive. The orchestra setup has acoustic properties
closely resembling this of Boston Symphony Hall. The drama setup has properties close
to the Royal Shakespeare Theatre, with discrepancies in the percent of early energy. The
lecture setup meets ANSI Standard S12.60 with a low reverberation time and even
coverage of sound. Limitations in the demo version of CATT-Acoustic may have caused
errors in some calculations. In all, this was a worthwhile project with many challenges
but a very rewarding result.
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7. References
Barron, Michael. Auditorium Acoustics and Architectural Design
.
London: Routledge, 1998.
Beranek, Leo L. Music, Acoustics & Architecture
. New York: John
Wiley & Sons, Inc., 1962.
Dalenbäck, Bengt-Inge. CATT-Acoustic v8.0c (build 7.01)
(Limited demo/evaluation
version). 2005.
Associated Productions of Texas Communications. “Absorption Coefficients of Building
Materials and Finishes”. http://www.aptcommunications.com/abcoef.htm
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AutoCAD 2005 Screenshots
Model in AutoCAD with permanent walls (pink), movable ceiling (yellow), movable
curtain (orange), and orchestra shell (blue)
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CATT-Acoustic Screenshots
Labeled vertices defining planes
Output of reverberation time and other parameters across octave bands
17
CATT-Acoustic Screenshots
SPL and D-50 mappings at 1 kHz for drama setup
SPL and D-50 mappings at 1 kHz for lecture setup
3-D rendering of orchestra setup
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CATT-Acoustic Screenshots
3-D rendering of orchestra setup
3-D rendering of drama setup
3-D rendering of drama setup
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CATT-Acoustic Screenshots
3-D rendering of lecture setup
3-D rendering of lecture setup
Comparison of orchestra setup with Boston Symphony Hall
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Comparison of drama setup with Royal Shakespeare Theatre
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CATT-Acoustic Files – Master.geo
;Auditorium - Tyler Dare
;MASTER.GEO
scale 0.3048 0.3048 0.3048
;Changes units from feet to meters
GETGLOBAL SETUP = 1-Orchestra 2-Drama 3-Lecture
INCLUDE BALCONY
IF SETUP = 1 THEN
INCLUDE SHELL
ENDIF
IF SETUP = 2 THEN
INCLUDE CEILING
INCLUDE PANELS
ENDIF
IF SETUP = 3 THEN
INCLUDE CEILING
INCLUDE CHALKBOARD
INCLUDE PANELS
INCLUDE SEPARATOR
ENDIF
;absorption and scattering coefficients 125Hz to 4kHz [%], RGB-color
;ABS audience = <40 50 60 70 80 80> L <30 40 50 60 70 80> { 255 0 0 }
;Foor - wood on joists
ABS wood = <15 11 10 7 6 7> L <30 30 30 30 30 30> { 194 120 65 }
ABS d = <50 50 50 50 50 50>
;Audience seats - fully occupied, fabric upholstered
ABS aud = <60 74 88 96 93 85> L <30 40 50 60 70 80> { 255 0 0 }
;Walls - plaster on lath
ABS plaster = < 2 3 4 5 4 3 > {210 210 210}
;Ceiling - Acoustic ceiling tiles
ABS ceiling = <70 66 72 92 88 75> {150 230 230}
;Flyspace - high absorption from hanging curtains
ABS Flyspace = <90 90 90 90 90 90> {0 0 0}
;ABS Shell = <28 22 17 9 10 11> {60 97 196}
;Curtain - high absorption on back wall
ABS curtain = < 14 35 55 72 70 65 > {255 255 0}
ABS curtain1 = < 14/12 35/15 55/18 72/10 70/6 65/5 > {255 255 0}
CORNERS
22
;Permanent walls
01 100 75 0
02 50 75 0
03 0 75 8
04 0 0 8
05 50 0 0
06 100 0 0
07 100 75 5
08 113 75 5
09 113 65 5
10 117 65 5
11 150 55 5
12 150 20 5
13 117 10 5
14 113 10 5
15 113 0 5
16 100 0 5
17 113 0 65
18 0 0 65
19 0 75 65
20 113 75 65
21 113 10 28
22 117 10 28
23 113 65 28
24 117 65 28
25 117 65 65
26 117 10 65
27 150 20 65
28 150 55 65
;Front audience
29 55 70 0
30 55 40 0
31 55 35 0
32 55 5 0
33 95 70 0
34 95 40 0
35 95 35 0
36 95 5 0
37 55 70 3.5
38 55 40 3.5
39 55 35 3.5
40 55 5 3.5
41 95 70 3.5
42 95 40 3.5
43 95 35 3.5
44 95 5 3.5
;Rear audience
45 50 70 0
46 50 40 0
47 50 35 0
48 50 5 0
49 0 70 8
50 0 40 8
23
51 0 35 8
52 0 5 8
53 50 70 3.5
54 50 40 3.5
55 50 35 3.5
56 50 5 3.5
57 0 70 11.5
58 0 40 11.5
59 0 35 11.5
60 0 5 11.5
;Curtains
301 118 60 65
302 118 60 35
303 118 15 65
304 118 15 35
305 130 58 65
306 130 58 35
307 130 17 65
308 130 17 35
309 140 55 65
310 140 55 35
311 140 20 65
312 140 20 35
PLANES
;Permanent walls
[01 Floor / 01 02 05 06 / wood]
[02 Slope Floor / 02 03 04 05 / wood]
[03 Back Wall / 19 18 04 03 / curtain]
[04 Audience Ceiling / 20 17 18 19 / plaster]
[05 Audience Front Wall / 17 20 08 09 23 21 14 15 / plaster]
[06 Stage Floor / 07 16 15 14 13 12 11 10 09 08 / wood]
[07 Apron Front / 16 07 01 06 / wood]
[08 Separator Top / 24 22 21 23 / plaster]
[09 Separator SL Side / 21 22 13 14 / plaster]
[10 Separator SR Side / 24 23 09 10 / plaster]
[11 Aud SL Wall / 18 17 15 16 06 05 04 / plaster]
[12 Aud SR Wall / 20 19 03 02 01 07 08 / plaster]
[13 Stage SL Wall / 26 27 12 13 / plaster]
[14 Stage SR Wall / 28 25 10 11 / plaster]
[15 Stage Back Wall / 27 28 11 12 / curtain]
[16 Fly Ceiling / 28 27 26 25 / flyspace]
[17 Separator Back / 25 26 22 24 / plaster]
;Front audience area
[18 SL Aud Top \ 43 44 40 39 \ aud]
[19 SL L Side \ 40 44 36 32 \ aud]
[20 SL R Side / 39 43 35 31 / aud]
[21 SL Front / 43 44 36 35 / aud]
[22 SL Back / 40 39 31 32 / aud]
[23 SR Aud Top / 42 41 37 38 / aud]
[24 SR L Side / 42 38 30 34 / aud]
[25 SR R Side / 41 33 29 37 / aud]
24
[26 SR Front / 41 42 34 33 / aud]
[27 SR Back \ 37 38 30 29 \ aud]
;Rear audience area
[28 Rear SL Aud Top /60 56 55 59 / aud]
[29 Rear SL L Side / 56 60 52 48 / aud]
[30 Rear SL R Side \ 55 59 51 47 \ aud]
[31 Rear SL Front / 55 56 48 47 / aud]
[32 Rear SL Back / 60 59 51 52 / aud]
[33 Rear SR Aud Top / 54 53 57 58 / aud]
[34 Rear SR L Side / 54 58 50 46 / aud]
[35 Rear SR R Side / 53 45 49 57 / aud]
[36 Rear SR Front / 45 53 54 46 / aud]
[37 Rear SR Back \ 57 58 50 49 \ aud]
;Curtains
[*3 D 60 Stage Curtain / 4 4 4 4 / 301 302 304 303 / curtain]
CATT-Acoustic Files – Balcony.geo
scale 0.3048 0.3048 0.3048
CORNERS
;Balcony Structure
601 0 0 38
602 40 0 32
603 40 0 34
604 0 0 44
605 0 75 38
606 40 75 32
607 40 75 34
608 0 75 44
;Audience Area
609 5 5 46.5
610 5 70 46.5
611 35 70 38.5
612 35 5 38.5
613 5 5 43
614 5 70 43
615 35 70 35
616 35 5 35
PLANES
;Balcony Structure
[100 Balcony Top / 608 604 603 607 / plaster]
[101 Balcony SL Side / 601 602 603 604 / plaster]
25
[102 Balcony SR Side / 608 607 606 605 / plaster]
[103 Balcony Underside / 605 606 602 601 / plaster]
[104 Balcony Front / 603 602 606 607 / plaster]
[105 Balcony Aud Top / 609 612 611 610 / aud]
[106 Balcony Aud Front / 612 616 615 611 / aud]
[107 Balcony Aud SR Side / 610 611 615 614 / aud]
[108 Balcony Aud SL Side \ 609 612 616 613 \ aud]
[109 Balcony Aud Back / 609 610 614 613 / aud]
CATT-Acoustic Files – Ceiling.geo
scale 0.3048 0.3048 0.3048
CORNERS
;Movable Ceiling
61 113 0 28
62 113 75 28
63 40 75 33.5
64 40 0 33.5
PLANES;Movable Ceiling
[D 38 Movable Ceiling / 64 63 62 61 / ceiling]
CATT-Acoustic Files – Chalkboard.geo
scale 0.3048 0.3048 0.3048
ABS Chalkboard = <1 1 2 2 2 3> {50 150 100}
CORNERS
401 116 12 8
402 116 12 14
403 116 63 14
404 116 63 8
PLANES
[70 Chalkboard / 401 402 403 404 / chalkboard]
CATT-Acoustic Files – Panels.geo
scale 0.3048 0.3048 0.3048
CORNERS
;Panels
81 10 .5 15
82 10 .5 30
83 25 .5 30
26
84 25 .5 15
85 35 .5 12.5
86 35 .5 27.5
87 50 .5 27.5
88 50 .5 12.5
89 60 .5 10
90 60 .5 25
91 75 .5 25
92 75 .5 10
93 85 .5 10
94 85 .5 25
95 100 .5 25
96 100 .5 10
181 10 74.5 15
182 10 74.5 30
183 25 74.5 30
184 25 74.5 15
185 35 74.5 12.5
186 35 74.5 27.5
187 50 74.5 27.5
188 50 74.5 12.5
189 60 74.5 10
190 60 74.5 25
191 75 74.5 25
192 75 74.5 10
193 85 74.5 10
194 85 74.5 25
195 100 74.5 25
196 100 74.5 10
PLANES
;Panels
[50 Panel1 / 81 82 83 84 / curtain]
[51 Panel2 / 85 86 87 88 / curtain]
[52 Panel3 / 89 90 91 92 / curtain]
[53 Panel4 / 93 94 95 96 / curtain]
[54 Panel1 \ 181 182 183 184 \ curtain]
[55 Panel2 \ 185 186 187 188 \ curtain]
[56 Panel3 \ 189 190 191 192 \ curtain]
[57 Panel4 \ 193 194 195 196 \ curtain]
CATT-Acoustic Files – Separator.geo
scale 0.3048 0.3048 0.3048
CORNERS
27
;Movable Partition
501 51 0 0
502 51 75 0
503 51 75 31.61
504 51 0 31.61
PLANES
[D 90 Partition / 501 502 503 504 / curtain1]
CATT-Acoustic Files – Shell.geo
scale 0.3048 0.3048 0.3048
;Shell is made of 3/8" plywood
ABS Shell = <28 22 17 9 10 11> {60 97 196}
CORNERS
loop(100,angle,0,90,10,117+16.5*cos(angle),-5*angle/90+15,5+23*sin(angle))
loop(200,angle,0,90,10,117+16.5*cos(angle),5*angle/90+60,5+23*sin(angle))
PLANES
;Shell
[39 Shell 1 / 100 101 201 200 / shell]
[40 Shell 2 / 101 102 202 201 / shell]
[41 Shell 3 / 102 103 203 202 / shell]
[42 Shell 4 / 103 104 204 203 / shell]
[43 Shell 5 / 104 105 205 204 / shell]
[44 Shell 6 / 105 106 206 205 / shell]
[45 Shell 7 / 106 107 207 206 / shell]
[46 Shell 8 / 107 108 208 207 / shell]
[47 Shell 9 / 108 109 209 208 / shell]
CATT-Acoustic Files – SRC.LOC
scale 0.3048 0.3048 0.3048
SOURCEDEFS
IF SETUP = 1 THEN
a0 125 37.5 10 catt.sd1 50 37.5 3
ENDIF
IF SETUP = 2 THEN
a0 125 37.5 10 catt.sd1 50 37.5 3
ENDIF
IF SETUP = 3 THEN
a0 110 37.5 10 catt.sd1 70 37.5 3
ENDIF
Lp1m_a = Lp_voice_normal
Gain_a = <10 10 10 10 10 10>
28
Delay_e = 0
CATT-Acoustic Files – REC.LOC
Scale 0.3048 0.3048 0.3048
RECEIVERS
IF SETUP = 1 THEN
01 50 37.5 3.5
02 75 20 3.5
03 75 55 3.5
04 20 20 7.5
05 20 55 7.5
06 20 37.5 42.5
ENDIF
IF SETUP = 2 THEN
01 50 37.5 3.5
02 75 20 3.5
03 75 55 3.5
04 20 20 7.5
05 20 55 7.5
ENDIF
IF SETUP = 3 THEN
01 70 37.5 3.5
02 75 20 3.5
03 75 55 3.5
ENDIF