Science
Interstellar Time Dilation Explained
Interstellar shows a special effect of Miller’s Planet position near the massive black hole Gargantua. Spacetime heavily bends around Gargantua, causing significant changes in time on Miller’s Planet. This means one hour on Miller’s planet equals seven years on Earth. When Cooper and the team spent roughly 3 hours and 17 minutes there, it took 23 years, 4 months, and 8 days on Earth.
Ten years have now passed since Interstellar first showed us this concept. If real, the principles of relativity suggest only about 1.43 hours, or 1 hour and 25.8 minutes, would have gone by on Miller’s planet since 2014. This idea, though fictional, provides a unique view of time’s passing. Over the last ten years, I’ve seen many changes in life. From worldwide disease to diplomatic treaties like the Paris Agreement, this time has been defined by major events.
In the last ten years, we’ve seen three Summer Olympics and the historical approval of same-sex marriage across all American states. These big shifts made me feel deeply what Cooper and his team lost during their short stay of 3 hours and 17 minutes (which was 23 years, four months, and eight days back home) on Miller’s planet. This sharp difference underlines Cooper’s emotional chaos when he saw over twenty years of his life pass in momentary flashes through his children’s recorded videos.
Here is a more detailed calculation of the passage of time on Miller’s planet :
- 1 hour on Miller’s Planet = 7 years on Earth.
- 10 years have passed on Earth from November 7, 2014, to November 18, 2024.
Step-by-Step Calculation:
- 10 years on Earth = 10 × 365 days = 3,650 days (ignoring leap years).
- Convert 3,650 days into seconds:
* 1 day = 24 hours = 1,440 minutes = 86,400 seconds.
* So, 3,650 days × 86,400 seconds/day = 314,760,000 seconds. - Now, because 1 hour on Miller’s Planet = 7 years on Earth, we divide the 314,760,000 seconds (Earth time) by 7 years (since 7 years is the amount of time Earth time equals 1 hour on Miller Planet):
* 1 year = 365 days × 24 hours/day x 60 minutes/hour x 60 seconds/minute = 31,536,000 seconds.
* So, 7 years = 7 × 31,536,000 = 220,752,000 seconds on Earth. - Now, to find how many seconds have passed on Miller’s Planet:
* 314,760,000 seconds ÷ 220,752,000 seconds = 1.426 hours. - 1.426 hours = 1 hour and 25.6 minutes or approximately 1 hour, 26 minutes, and 39 seconds.
So, if 10 years (or 314,760,000 seconds) have passed on Earth, then approximately 1 hour, 26 minutes, and 39 seconds would have passed on Miller’s Planet near Gargantua.
I Finally Understand How Cooper & The Crew Felt After Returning To The Earth.
Interstellar brilliantly showcases the surprise and sorrow Cooper and Brand undergo when they return to their spaceship. The touching depiction of Cooper’s feelings by Matthew McConaughey always gets me, particularly during the stirring part where he views Murph’s video messages. However, I can’t help but admit I haven’t completely understood the depth of what Cooper’s team gave up during their brief but shattering stay on Miller’s planet.
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