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How bad is the Granbury bitcoin mine really?

There are two types of disabilities caused by excessive noise: those that have a neurological or psychological cause (whose impact is measured in dBa) like tinnitus or cardiovascular issues stemming from anxiety, and those that are directly from trauma to the ear (measured in dB). dBa is corrected for the frequency response of the human ear, while dB is a more objective measure of pressure level.

The recent Time article featured a former oath keepers member with a measuring device (most likely dBa, he got 91) on the opposite side of the road of a bitcoin mine situated right next to residences. I traced the buildings on OpenStreetMap and calculated the noise level in the area. In the previous post there was someone that said the sound attenuates quickly. This is only true for point sources at large distances (inverse square law). I wrote the following python code that I think is more appropriate for this situation[1]:

G = 50
v = 331 # speed of sound
l = 10 ** (91 / 20)

def D(R):
    return exp(G/(R * v ** 2))

def d(t1, t2):
    x = abs((t1[0] - t2[0]) ** 2 + (t1[1] - t2[1]) ** 2)
    return x * D(x) ** 2

def pair(emitter, target):
    return l / d(emitter, target)

I found the noise within the facility to be 118 dBa. Assuming that the audio recording in the article has a flat frequency response (TV is really EQ'd so this can be false), this is 131 dB. At that level ear drums rupture within seconds. The workers are lucky that the noise peaks at frequencies that can be blocked by ear protection.

Outside the facility, levels ranged from 66 to 95

Noise levels of 50 dB(A) or greater at night may increase the risk of myocardial infarction by chronically elevating cortisol production

Approximately 35% to 40% of office workers find noise levels from 55 to 60 dB(A) extremely irritating. The noise standard in Germany for mentally stressful tasks is set at 55 dB(A), however, if the noise source is continuous, the threshold level for tolerability among office workers is lower than 55 dB(A).

Physicists reading this are welcome to point out what i got wrong :)

[1] https://medium.com/timematters/universal-inverse-square-laws-without-singularities-d25c47ef8d77

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