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Tuning Fork
- Frequency: 443 Hz
- Length: 12 cm
- Shape: Round
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Price History: Wittner Tuning Fork 443 Hz
13.60 $ |
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Planet Tuning Fork
- Note: G3
- Determination of frequency: Duration of a rotation around its own axis, measured from one position of the sun to the next (24 hours)
- Orbital period in days: 1
- Round trip time in seconds: 86400
- Frequency calculation: 1 / 86400 sec = 0.0000116 Hz, (0.0000116 Hz x 2) 2^23 = 194.18 Hz
- Frequency: 194.18 Hz (24th octave)
- Shifted standard tuning 440 Hz: A4 / a' = 435.92 Hz
- Made in Germany
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Price History: Meinl Tuning Fork Synodic TF-E-SY
41.00 $ |
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Crystal Tuning Fork
- Length: 450 mm
- Mallet included
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Price History: Thomann Crystal Tuning Fork 16mm
89.00 $ |
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Tuning Fork
- Planetary tuning fork Schumann TF- SF
- Frequency: 250.56 Hz
- Made in Germany
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Price History: Meinl Tuning Fork Schumann TF-SF
41.00 $ |
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Planetary Tuning Fork
- 432 Hz
- TF- 432
- Made in Germany
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Price History: Meinl Tuning Fork 432
36.00 $ |
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Tuning Fork
- Planets series
- Description: Centre of the solar system with the planets orbiting
- Derivation of the solar tone: A virtual planet revolving around the centre of the Sun at the distance of gravity at nearly the speed of light.
- The orbital period in seconds: 0.00003094776
- Frequency calculation: 1/0.00003094776 sec = 32312.52 Hz (32312.52 Hz / 2) / 27 = 126.22 Hz
- Frequency: 126.22 Hz (= -8th octave)
- Tone: H2
- Shifted standard tuning 440 Hz: A4/a ' = 449.80 Hz
- Made in Germany
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Price History: Meinl Tuning Fork Sun TTF-S
63.00 $ |
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Tuning Fork
- Planets series
- Description: Dwarf planet from the Kuiper Belt - duration of one orbit around the Sun
- Position of the Sun: 10th planet (behind Pluto)
- The orbital period in years: ~ 12280
- The orbital period in days: ~ 4485147.2
- The orbital period in seconds: ~ 387516718080
- Frequency calculation: 1/387516718080 sec = 2.58053x10-12Hz (2.58053x10-12 Hz x 2) 245 = 181.60 Hz
- Frequency: 181.60 Hz (octave = 46)
- Tone: F#3
- Shifted standard tuning 440 Hz: A4/a ' = 431.92 Hz
- Made in Germany
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Price History: Meinl Tuning Fork Sedna TTF-SE
63.00 $ |
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Tuning Fork Set
- The complete set consists of all 7 tuning forks for each chakra
- With a stand
- Made in Germany
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Price History: Meinl Tuning Fork Set TTF-SET-CHA-7
444.00 $ |
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Tuning Fork
- Tuning pitch: g'
- Tuning: 384 Hz
- Fundamental pitch: a' = 431.02 Hz
- Nickel-plated
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Price History: Wittner 924S Tuning Fork 384 Hz
20.90 $ |
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Tuning Fork
- Planets series
- Description: Duration of one orbit around the sun
- Position of the sun: 7th planet
- The orbital period in years: 84.07
- The orbital period in days: 30685.93
- The orbital period in seconds: 2651264352
- Frequency calculation: 1/2651264352 sec = 3.77179x10 to the power of -10 Hz (3.77179x10 to the power of -10 Hz x 2) 2 to the power of 38 = 207.36 Hz
- Frequency: 207.36 Hz (Octave = 39)
- Tone: G#3
- Shifted standard tuning 440 Hz: A4/a ' = 439.38 Hz
- Made in Germany
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Price History: Meinl Tuning Fork Uranus TTF-U
63.00 $ |
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Tuning Fork
- Model: Pluto
- Description: Orbital period 248.4301 years
- Frequency (Hz): 140.25
- Tone difference to concert pitch A A=440 Hz in cents: C sharp + 20.6
- Octave 40
- Colour assignment: Blue- Green
- Wavelength (Nanometers): 486
- Chakra assignment and zodiac signs: 5 Chakra / Scorpio
- Made in Germany
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Price History: Meinl Tuning Fork Pluto TF-PL
41.00 $ |
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Tuning Fork
- Planets series
- Description: Duration of one orbit around the Earth measured from a fixed star position
- The orbital period in days: 27.321661
- The orbital period in seconds: 2,360,591.51
- Calculation of frequency: 1/2,360,591.51 sec = 0.00000042 Hz (0.00000042 Hz x 2) 2 to the 28th power = 227.43 Hz
- Frequency: 227.43 Hz (octave = 29)
- Tone: A#3
- Shifted standard tuning 440 Hz: A4/a' = 429,33 Hz
- Made in Germany
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Price History: Meinl Tuning Fork Sidereal TTF-M-SI
63.00 $ |
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Planet Tuning Fork
- Note: F#3
- Determination of frequency: Duration of one orbit around the sun from the position of the fifth planet
- Orbital period in years: 11.87
- Orbital period in days: 4332.588
- Round trip time in seconds: 374335603
- Frequency calculation: 1/374335603 sec = 2.6714 * 10^-9 Hz, (2,6714 * 10^-9 Hz x 2) 2^35 = 183.58 Hz
- Frequency: 183.58 Hz (36th octave)
- Shifted standard tuning 440 Hz: A4 / a' = 436.63 Hz
- Made in Germany
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Price History: Meinl Tuning Fork Jupiter TF-J
41.00 $ |
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Planet Tuning Fork
- Note: F3
- Chiron is an asteroid from the Centaur Group
- Determination of the frequency: Duration of one orbit of Chiron around the sun, position to the sun: Between Saturn and Uranus
- Orbital period in years: 50.39
- Orbital period in days: 18404.95
- Round trip time in seconds: 1590187464
- Frequency calculation: 1/1590187464 sec = 6,28857 * 10^-10 Hz, (6,28857 * 10^-10 Hz x 2) 2^37 = 172.86 Hz
- Frequency: 172.86 Hz (38th octave)
- Shifted standard tuning 440 Hz: A4 / a'= 435.58 Hz
- Made in Germany
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Price History: Meinl Tuning Fork Chiron TF-CH
41.00 $ |
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Planet Tuning Fork
- Note: F3
- Determination of frequency: Duration of one circular motion of the Earth's axis through all Zodiac constellations from the position of the 3rd planet
- Orbital period in years: 25920
- Orbital period in days: 9460800
- Round trip time in seconds: 8.17973 * 10^11
- Frequency calculation: 1 / 8.17973 * 10^11 sec = 1.22253 * 10^-12 Hz, (1.22253 * 10^-12 Hz x 2) 2^46 = 172.06 Hz
- Frequency: 172.06 Hz (47th octave)
- Shifted standard tuning 440 Hz: A4 / a' = 433.56 Hz
- Made in Germany
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Price History: Meinl Tuning Fork Platonic TF-E-PL
40.00 $ |
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Tuning Fork
- Planets series
- Description: Duration of one orbit around the sun
- Position of the sun: 8th planet
- The orbital period in years: 164.9
- The orbital period in days: 60,187.64
- The orbital period in seconds: 5200212096
- Frequency calculation: 1/5200212096 sec = 1.923x10 to the power of -10 Hz (1.923x10 to the power of -10 Hz x 2) 2 to the power of 39 = 211.44 Hz
- Frequency: 211.44 Hz (octave = 40)
- Tone: G#3
- Shifted standard tuning 440 Hz: A4/a ' = 448,03 Hz
- Made in Germany
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Price History: Meinl Tuning Fork Neptune TTF-N
63.00 $ |
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Planet Tuning Fork
- Note: C#3
- Determination of frequency: Duration of one orbit around the sun (corresponds to the calendar year) OM tone, position from the sun: 3rd planet
- Orbital period in years: 1
- Orbital period in days: 365
- Round trip time in seconds: 31556925,9747
- Frequency calculation: 1 / 31556925,9747 sec = 3.1689 * 10^-8 Hz, (3.1689 * 10^-8 Hz x 2) 2^31 = 136.10 Hz
- Frequency: 136.10 Hz (32th octave)
- Shifted standard tuning 440 Hz: A4 / a' = 432.09 Hz
- Made in Germany
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Price History: Meinl Tuning Fork Earth TF-E
41.00 $ |
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Crystal Tuning Fork
- Length: 450 mm
- Includes mallet
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Price History: Thomann Crystal Tuning Fork 20mm
108.00 $ |
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Planet Tuning Fork
- Determination of frequency: Duration of one orbit around the sun from the position of the 7th planet
- Orbital period in years: 84.07
- Orbital period in days: 30685.93
- Round trip time in seconds: 2651264352
- Frequency calculation: 1 / 2651264352 sec = 3.77179 * 10^-10 Hz, (3.77179 * 10^-10 Hz x 2) 2^38 = 207.36 Hz
- Frequency: 207.36 Hz (39th octave)
- Shifted standard tuning 440 Hz: A4 / a' = 439.38 Hz
- Made in Germany
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Price History: Meinl Tuning Fork Uranus TF-U
41.00 $ |
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Planet Tuning Fork
- Note: G3
- Determination of frequency: Duration of an exact rotation of the earth around its own axis, measured from a fixed star position (~ 23h 56 min.), Position from the sun: 3rd planet
- Orbital period in days: 1
- Round trip time in seconds: 86164.09054
- Frequency calculation: 1 / 86164.09054 sec = 0.0000116 Hz, (0.0000116 Hz x 2) 2^23 = 194.71 Hz
- Frequency: 194.71 Hz (24th octave)
- Shifted standard tuning 440 Hz: A4 / a' = 437.11 Hz
- Made in Germany
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Price History: Meinl Tuning Fork Sidereal TF-E-SI
40.00 $ |