"The Musical Octave"

 Writers Profile:
 Thomas Váczy Hightower


The Sound of Silence 

where the law of octaves will be extended to the meta-physical properties of music and sound
bringing into focus the strange behavior of the pendulum. Updated version  of The Musical Octave, 2003. 

The Sound of Silence, part II,  
continue the exploration of the metaphysical aspects of music and sound. Updated version
of The Musical Octave, 2003.

The Harmony of the Spheres
since Pythagoras pronounced that concept many scholars has wondered what he meant. 2003

Time is breath
Gurdjieff expressed that hint for his students and they began to elaborate. 2003.

 


The law of octaves plays an important and crucial part in any phenomenon of music and sound,
and the producing of harmonics in standing waves 
are the essence of tones. The first in a row of pages about The Musical Octave is:


The creation of musical scales, part I  
from a mathematic and acoustic point of view, where the underlying laws of creating a
musical scale will be investigated. 2002.

The Creation of Musical Scales, part II
will focus on the acoustic laws behind the musical scales on a global scale, and how numbers
and mathematic play a part in creation of the intervals in the octave. 2002.

The One Voice Chord
the Tibetan tantric chanting and balancing the chakras. 2000

The Power of Harmonics
and its effect on consciousness and health. 2000

Literature and reference to The Musical Octave:


Vortex energy
inter-dimensional "free" energy machines by some of the pioneers.

Send your comments:
  mailto:hitower@post3.tele.dk


Note

0

1

2

3

middle C

5

6

7

8

9

C

16.35

32.70

65.41

130.81

261.63

523.25

1046.50

2093.00

4186.01

8372.02

C#

17.32

34.65

69.30

138.59

277.18

554.37

1108.73

2217.46

4434.92

8869.84

D

18.35

36.71

73.42

146.83

293.66

587.33

1174.66

2349.32

4698.64

9397.27

D#

19.45

38.89

77.78

155.56

311.13

622.25

1244.51

2489.02

4978.03

9956.06

E

20.60

41.20

82.41

164.81

329.63

659.26

1318.51

2637.02

5274.04

10548.08

F

21.83

43.65

87.31

174.61

349.23

698.46

1396.91

2793.83

5587.65

11175.30

F#

23.12

46.25

92.50

185.00

369.99

739.99

1479.98

2959.96

5919.91

11839.82

G

24.50

49.00

98.00

196.00

392.00

783.99

1567.98

3135.96

6271.93

12543.85

G#

25.96

51.91

103.83

207.65

415.30

830.61

1661.22

3322.44

6644.88

13289.75

A

27.50

55.00

110.00

220.00

440.00

880.00

1760.00

3520.00

7040.00

14080.00

A#

29.14

58.27

116.54

233.08

466.16

932.33

1864.66

3729.31

7458.62

14917.24

B

30.87

61.74

123.47

246.94

493.88

987.77

1975.53

3951.07

7902.13

15804.27