<p>Wave strain scales as $1/r$; the waves that were detected came from a source about a Gpc away and had a strain of $10^{-20}$.</p>

<p>To get a strain that would affect things at the 1% level, you would need to be $10^{18}$ times closer, or at about 30,000 km from the merging black holes.</p>

<p>The tidal force due to the black holes is roughly $GMmh/4r^3$, where $h$ is your height, $m$ your mass and $M\sim 60M_{\odot}$ the combined mass of the black holes. Assuming 1.8m height and 80kg mass, the tidal force stretching you is around 50N. So I think you would notice this more than the gravitational wave, and even more so if you were to get any closer...</p>

CC BY-SA 3.0
2016-05-29T19:28:00.533Z
2016-05-29T19:28:00.533Z
ProfRob
<p>The waves detected by LIGO were basically subatomic distortions of space-time. Could there be much greater distortions closer to a source. Would they become perceptible to a human in any way and what would it do to us?</p>

<gravitational-waves>
How large could gravitational waves get and what effect could they have on us?
redshiftseven
# How large could gravitational waves get and what effect could they have on us?

(Asked by: username_0 on 2016-05-29)

The waves detected by LIGO were basically subatomic distortions of space-time. Could there be much greater distortions closer to a source. Would they become perceptible to a human in any way and what would it do to us?

**Tags:** gravitational-waves

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## 1 answers

### Answer by username_1 on 2016-05-29. Score: 6

Wave strain scales as $1/r$; the waves that were detected came from a source about a Gpc away and had a strain of $10^{-20}$.

To get a strain that would affect things at the 1% level, you would need to be $10^{18}$ times closer, or at about 30,000 km from the merging black holes.

The tidal force due to the black holes is roughly $GMmh/4r^3$, where $h$ is your height, $m$ your mass and $M\sim 60M\_{\odot}$ the combined mass of the black holes. Assuming 1.8m height and 80kg mass, the tidal force stretching you is around 50N. So I think you would notice this more than the gravitational wave, and even more so if you were to get any closer...


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