3b-scientific Demonstration Monochord User Manual

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Instruction sheet
3B SCIENTIFIC® PHYSICS
U15100 Monochord
4/03 ALF
®
The Monochord demonstrates how the pitch of the
sound produced by vibrating strings is dependent on
their tension, length and thickness.
1. Description, technical data
The monochord consists of a wooden sound box over
which two steel strings and a nylon string are stretched.
The tension of two of the strings can be adjusted by
means of tuning pegs at one end while the third is
adjusted by running it over a pulley and attaching weights
or a dynamometer. The effective length of the strings
can be adjusted using two moveable bridges. The lengths
can be read from a scale on the side of the box.
Dimensions of sound box: 700 mm x 90 mm x 70 mm
Scale length: 600 mm
Scale divisions: cm and dm
2. Instructions for use
Excite the strings by plucking them or bowing them.
The desired length of the strings can be set by mov-
ing the bridges and can be read from the scale.
Name of Frequency Interval Ratio of string
note ratioroot : overtone lengthsroot : overtone
c : c 1:1 root 1:1
c : d 8:9 second 9:8
c : e 4:5 major third 5:4
c : f 3:4 fourth 4:3
c : g 2:3 fifth 3:2
c : a 3:5 major sixth 5:3
c : h 8:15 major seventh 15:8
c : c` 1:2 octave 2:1
c : g` 1:3 3:1
c : c`` 1:4 4:1
c : e`` 1:5 5:1
c : g`` 1:6 6:1
A major scale can be generated by adjusted the length of the strings to the following ratios:
1 Tuning peg
2 Pulley
3 Adjustable bridge
4 Sound box
5 Scale
1
2
3
4
3
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Summary of Contents

Page 1 - U15100 Monochord

3Instruction sheet3B SCIENTIFIC® PHYSICSU15100 Monochord4/03 ALF®The Monochord demonstrates how the pitch of thesound produced by vibrating strings i

Page 2

4To determine the frequency ratios:• Tune two strings to the same note.• Move the bridge under one of the two strings to aposition given by the ratios

Related models: U15100

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