- 17 May '14 11:27 / 1 editIs it possible given unlimited propulsion? It could be ship time which would shift with relativistic time dilation but how much accel would you need to arrive there with zero velocity relative to Mars?

I know if you accelerate at one G for about one year you are very close to c so since there are about 32 million seconds in a year, if you could accel at 32 million G you get to c in about one second.

So the same ole same ole then, accel for half the trip, decel for the other half but how close to c do you come doing that?

Assuming Mars is 100 million miles or 160 million kilometers away ATT.

What would the real trip time be? That is to say, Mars time? - 20 May '14 16:02Sunlight reaches earth in 8 and Mars in about 13 minutes, so we're talking relativistic here - and that's assuming a flying start. Starting and ending at zero velocity would require speed in excess of light speed. Sure, time delation could mean that the rocket crew (in addition to becoming flat tomato sauce on the walls) would think they are on time, but they'd still be late on arrival, Mars time, and that's the clock they get paid on so they'd be fired?
- 20 May '14 16:55 / 2 edits

That's why I specified ship time. 160 million Km takes about 9 minutes at c.*Originally posted by talzamir***Sunlight reaches earth in 8 and Mars in about 13 minutes, so we're talking relativistic here - and that's assuming a flying start. Starting and ending at zero velocity would require speed in excess of light speed. Sure, time delation could mean that the rocket crew (in addition to becoming flat tomato sauce on the walls) would think they are on time, but th ...[text shortened]... d still be late on arrival, Mars time, and that's the clock they get paid on so they'd be fired?**

So you can't do mars in 5 minutes Earth time or Mars time. I was just setting up the problem to solve given an unlimited G force acceleration, like I said, 1 G gets you close to the speed of light in one year or so, 32 million G gets you to c in about 1 second.

So using figures like that, how close to you get to c, accelerating half way then decelerating the rest of the way, how many G's of accel for how many seconds does it take to give a ship time of 5 minutes when we know c takes about 10 so you have to average a velocity that gives an average relativistic time dilation about 2 to 1 or so. But what are the actual numbers? - 22 May '14 09:56

That's what I specified, accel half the trip, decel the rest so you are at local zero velocity. It wouldn't help much for package delivery if you go by at .99c*Originally posted by Copope***Remember that you are in a vacuum, so for every meter a second you accelerate you have to decelerate.**