The Ask a Stupid Question Thread

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MontyVeda

MontyVeda

a short-tempered ill-controlled small-minded troll
Will tomorrow get here?
the real question should be... Will I get there?
 

Spinney

Bimbleur extraordinaire
Location
Back up north
Why did my friend's dog, who gets car sick on long journeys, not thow up:
a) in the car
b) when she was being walked around the garden on arrival
c) when she was in the kitchen (vinyl flooring)

but instead waited until she was in the living room, and then decided to throw up on the carpet.

I can also report that, unlike human vomit, dog sick does not appear to have carrots in it.
 

Profpointy

Legendary Member
Why is it never tomorrow, always today.

Tomorrow and tomorrow and tomorrow creeps in this pety pace from day to day till the last syllable of recorded time
 
If I wanted to travel to a theoretical nearest habitable planet, let's say it's 1000 light years away. I'd want to accelerate at 1g to the half way point and then turn my ship around so that I could decelerate at 1g.

How long would it take me to get there?
 
If I wanted to travel to a theoretical nearest habitable planet, let's say it's 1000 light years away. I'd want to accelerate at 1g to the half way point and then turn my ship around so that I could decelerate at 1g.

How long would it take me to get there?
From starting at rest. S=0.5 a t(squared)

s = distance, a = accelerateion


t = sqrt((2s/a))


Set s as half the distance and then double it for each half of the journey.


You’ll find it easier to convert to SI units (m, s etc). Not in front of PC but there’s everything you’ll need.
 

Profpointy

Legendary Member
From starting at rest. S=0.5 a t(squared)

s = distance, a = accelerateion


t = sqrt((2s/a))


Set s as half the distance and then double it for each half of the journey.


You’ll find it easier to convert to SI units (m, s etc). Not in front of PC but there’s everything you’ll need.

Mmm, I think you may have missed a key word in Mickle's question. "How long would it take you to get there". To work that out you need to consider at least special (I think you can ignore general if only 1g) relativity. I'd need to draw pictures - but I think it'll be a lot shorter than you'd think, but could be wrong as I studied this some 35 years ago.
 

winjim

Straddle the line, discord and rhyme
From starting at rest. S=0.5 a t(squared)

s = distance, a = accelerateion


t = sqrt((2s/a))


Set s as half the distance and then double it for each half of the journey.


You’ll find it easier to convert to SI units (m, s etc). Not in front of PC but there’s everything you’ll need.
You're gonna hit some weird relativistic effects as you approach light speed...
 
Mmm, I think you may have missed a key word in Mickle's question. "How long would it take you to get there". To work that out you need to consider at least special (I think you can ignore general if only 1g) relativity. I'd need to draw pictures - but I think it'll be a lot shorter than you'd think, but could be wrong as I studied this some 35 years ago.
Ah. Yes this is Newtonian physics but as you say, if one is approaching the speed of light then time will slow down.
 
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