The Mathematics of a Trip to Mars?
hakonhaugnes wonders: "Since trips to Mars seems commonplace (NASA has sent one every 26 months), I thought it made sense to try to understand how the interplanetary trajectory is calculated. NASA's page is deploringly void of intricate details. I found this
excellent page, but it still left me feeling that I was missing something. Surely the calculus must go beyond two bodies (mars/earth)? (It seems there are commercial MATLAB scripts available but at $150 it went beyond the defensible to satisfy my curiosity). Are there any curious Slashdot readers with the usual great insight into how to calculate a trip to Mars?"
To get this approximately right, you need to consider just 3 contributions to the gravitational potential that determines the ship's motion: the sun, the earth, and mars. If you are a programmer, and your physics/math isn't sufficiently good for you to write a simple simulation of motion in this potential in your favorite programming language, then you are out of your depth. I'm an ex-physicist, and it would take me about 30 minutes to write such a simulation in any programming language I know.
Nah, that's easy.
1) Cut taxes by $1 trillion/year
2) Declare that deficits are actually good for the economy so the sheep in this country think it's a good idea to both increase spending and cut taxes at the same time.
3) Go to Mars (previously known as the 'Profit!' step)
1. Convince Americans that Mars is somewhere near Texas, and it needs a big highway.
2. Vote Republican.
I would mod you troll (I've got some mod points) but since I'm an American and you're not, you're not worth the dog shit on the bottom of my shoe.
Don't be a looter...and yes, I know that it's spelled with an "A" instead of an "E".