Schumann Resonance As Audio

[Digital Down]

Hello, I am prominently know as musical artist Digital Down. I have created an audio waveform based on Schumann’s resonance and it’s correlating partials. Many videos online use instruments to reproduce the notes of the partials rather than recreate the partials in a natural manner. I have used, in this particular example, integer oscillators to create what said sound would actually sound like. I have another version that will be released in the future that is less abrasive, using sine wave oscillators to reproduce the sound. In a controlled environment (flat frequency studio monitor, appropriate acoustics) the sound yields an uneasy feeling that some have stated to feel physically and emotionally.

Here is a link to the sound:

 

[hoola]

sounds like some "chopped tops" of the sine waves, with a couple  decade chips to offer  staggered frequencies..I like the noise and acts as a tinnitus mask.

[swansont]

On 12/24/2017 at 1:50 AM, Digital Down said:

I have created an audio waveform based on Schumann’s resonance and it’s correlating partials.

What do you mean by this? Waveforms at ~7.83, 14.3, 20.8, 27.3 and 33.8 Hz?

On 12/24/2017 at 1:50 AM, Digital Down said:

Many videos online use instruments to reproduce the notes of the partials rather than recreate the partials in a natural manner. I have used, in this particular example, integer oscillators to create what said sound would actually sound like.

What is an integer oscillator? The implication here is that it is not a sine wave. What waveform is it?

On 12/24/2017 at 1:50 AM, Digital Down said:

I have another version that will be released in the future that is less abrasive, using sine wave oscillators to reproduce the sound. In a controlled environment (flat frequency studio monitor, appropriate acoustics) the sound yields an uneasy feeling that some have stated to feel physically and emotionally.

12 minutes of this?  

!

Moderator Note

(Anyway — as an administrative note., this has been moved from science news, since it's not news. And if this is just to advertise a youtube channel rather than discuss science, be advised that we have rules against that sort of advertisement)

 

[Digital Down]

1 hour ago, swansont said:

What do you mean by this? Waveforms at ~7.83, 14.3, 20.8, 27.3 and 33.8 Hz?

Yes, of course it would be an additive waveform.

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What is an integer oscillator? The implication here is that it is not a sine wave. What waveform is it?

I do apologize on that, the oscillators that are controlling each frequency, they are oscillators that are sampled at 1 interval of the waveform, as opposed to a waveform that is moving. If viewed like a typical waveform it would appear with a single point in an otherwise flat waveform. For example, if a waveform has 100 samples, the positive position would only be active one sample. Doing this would provide a variation on the harmonics.

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12 minutes of this?  

Yes. I am trying to be as clear as I possibly can and I understand that, objectively it may be different since I come from the background as an audio engineer.

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!

Moderator Note

(Anyway — as an administrative note., this has been moved from science news, since it's not news. And if this is just to advertise a youtube channel rather than discuss science, be advised that we have rules against that sort of advertisement)

 

 

 

I do apologize on this, I thought it would be something that some in the scientific community would have some input or commentary on. If you feel as though it violates any of science forum feel free to take it down.

 

I sincerely apologize for any inconvenience....

Melville Bragg

Edited January 2, 2018 by Digital Down

[studiot]

I am bemused by some of the jargon employed, but I tested it on a tinnitus sufferer quote

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When I first started it, my tinnitus was certainly dulled. Then there seemed to be some competition between the two and one overlaid the other, vice versa or becoming parallel noises.

 

A form of ASMR?

 

https://en.wikipedia.org/wiki/Autonomous_sensory_meridian_response