Relativity Park - Walk through a world where light moves at 5 km/h
Show HN: What if the speed of light was 5 km/h?
Relativity Park is a WebGL 2 simulator that makes Einstein's special relativity tangible by slowing the speed of light to a walking pace. Explore a park where lamp posts flash in slow motion, a Ferris wheel spins at 75% of c, and a shuttle contracts as it moves. Toggle light-travel delay, aberration, Doppler color, and relativistic beaming to see each effect in isolation. The physics is accurate, and the experience is eye-opening. Created by Dmitry Brant.
All of the motion effects you see are physically accurate, in a world where the speed of light is greatly reduced, so it can be observed more easily on human scales.
- nico_bresson
Interesting experiment!
What I missed (as a non-scientist) is a live explanation of what is happening while I'm navigating this virtual world and changing parameters.
This would be a great way to learn!
- zkmon
Light doesn't have a "speed" as in the usual meaning of the word "speed". Talking about speed requires defining spatial distances and time durations, which are in turn defined or created by the phenomenon of light.
Light doesn't "travel". It's just an exchange of entangled photons creating the concept of time duration and distance.
- adamkurkiewicz
At first sight, this is remarkably more accurate that the "slower speed of light" game from MIT that was made available all those years ago (~2012).
Many issues with the MIT game were discussed here:
https://physics.stackexchange.com/questions/43695/how-realis...
While the thread lists multiple issues, the issue that I found was with modeling temporal aspects of relativistic doppler (I also reported it on the github repo of the "slower speed of light" project, but that doesn't appear to be maintained):
https://github.com/MITGameLab/OpenRelativity/issues/17
In this game, it looks like the temporal component of the Doppler effect is modelled correctly.
- greysphere
One oddity of Lorentz invariance is that two non-parallel boosts decompose into a boost and spatial rotation.
I've never quite wrapped my head around this and was hoping to get some insight from this simulation. But afaict, I'm not seeing this effect (press W for a bit, the A for a bit and it's not obvious I'm at a different orientation - if I look down at the ground the gridlines are still axial).
I don't know if I'm misinterpreting the math, or the simulation, or maybe the simulation is doing something to 'correct' for this behavior so things are more natural, or something else. Does anyone have any insight?
- santiagobasulto
Some time ago I had the following shower thought: "the Speed of Light is pretty slow"
How i got there:
The closest major galaxy to the Milky Way is Andromeda, and is 2.5 million! light-years away. And this is the CLOSEST galaxy, the universe is extremely big.
Of course that as you get closer to C, the traveling object will experience time dilation (relative to observer), so the time passed will be less. At 99.999% C, the traveler would take ~11,000 years to arrive to Andromeda.
So again, even at 99.999% C, 11K years seems like a LONG time to reach even the closest galaxy.
My reasoning was: the speed of light is pretty damn slow.
But then I realized: no, it's not the speed of light that is slow, is my frame of reference.
For us humans, 11,000 years seems like A LONG time, but for the universe is not that long.
The universe's age is estimated to be 13.8 billion years. 11,000 years is 0.0000007971 of the age of the universe.
An average human lives 70 years, 0.0000007971 of that lifespan is approximately ~0.4 hours, or 29 minutes, so it's not that bad.
So yeah, frame of reference matters.
- mjdv
Feature request: I'd like to ride the ferris wheel.
- dramm
No doubt inspired by George Gamow's Mr.Tompkins in Wonderland (https://en.wikipedia.org/wiki/Mr_Tompkins). That was recommended reading for entering Physics undergrads when I did my degree.
- rootusrootus
Whenever I think about light speed being fast, I imagine myself standing at the edge of the solar system and watching a hypothetical photon travel from the Sun to the Earth and taking 8 minutes. Suddenly it doesn't feel like light is really all that fast except at human scales. 5 km/h would be fascinating though.