Mission to Harpoon Comet is Back on Track
An anonymous reader writes "The Rosetta mission planners have announced today that after an indefinite launch delay earlier this year, their goal of landing on a comet is back on track. Their new baseline target is a rendezvous with the comet, Churyumov-Gerasimenko, in November 2014. En route to the comet, Rosetta will inspect two asteroids (Otawara and Siwa) at close quarters."
uh, gravity man.
Remember, acceleration is a vector. Thus, it's a direction and speed. The direction the earth is traveling through space is always changing, thus it's always accelerating.
Although, yes it's speed (which is a scalar) is pretty much constant.
High School Physics: Anything traveling in a circular pattern in always accelerating, although it's speed may be constant.
Yes. Centripetal force. The Earth is constantly changing direction (as it orbits), which means its velocity (speed with direction) is constantly changing. Change in velocity / time = acceleration. The direction of acceleraton is towards the sun.
Rosetta is an ESA project - metric system all the way. That doesn't guarantee a succesful Ariane-5 launch, unfortunately :-)
It's called gravity.
If we weren't accelerating, we'd be going in a straight line. Acceleration is a change in velocity, velocity is speed AND direction, so a change in direction counts. I.e. a circular orbit requires constant acceleration.
we could have been to Mars and back 3 times by then (and I hope we will have)
We will have. There are several Mars missions in progress, including sample return missions (see here).
However, if there were manned Mars missions planned, we wouldn't have any money left for all this neat science.
The sooner we get ourselves (and more importantly, all our heavy, polluting industry) off this planet, the better.
Going into space won't help with that. Conserving energy and resources, family planning, and other measures will.
"... and fewer people die in it."
When was the last manned European space flight?
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lds
foot 0.3048
US survey foot 0.3048006096012
modified American foot 0.3048122529845
Clarke's foot 0.3047972651151
Indian foot (Clarke) 0.3047995102481
foot (Sears) 0.3047994715387