Is escape velocity the absolute speed that any craft exiting the atmosphere must attain? Or, can a parasite aircraft possibly exit the gravitational pull of the Earth at under 20,000km/h, while travelling at a relatively low angle of attack?
Sorry, I should have rephrased it...
Nothing like dropping back a couple of weeks, huh? I just got back from my trip to Jupiter, though, and there's no Internet service there.
Escape velocity has nothing to do with leaving the atmosphere. A craft that could remain powered could exit the atmosphere at a walking speed if it wanted to.
Escape velocity is the speed an (unpowered) object must reach for its trajectory to not return to the object it's escaping from. Less speed, it falls back eventually. More, and it reaches an area where some other gravitional field takes precedence, like it goes into orbit around the sun rather than the Earth.
Any particular planet will have a given escape velocity. Big planet, lotsa gravity, higher escape velocity.
Note that the escape velocity for getting to the moon is less than the escape velocity for getting to Mars. To get to the moon, you must get to the point that the moon's gravity field is stronger than the Earth's, so you "fall" towards the moon. To get to Mars, you must escape the Earth/Moon system as a whole. To get outside the solar system, you must reach an even greater velocity, to get out of the sun's gravity well.
This all applies to unpowered (ballistic) flight. Once the rocket motors stop, the craft is just a bullet, guided by gravity and gravity alone.
If we could make a craft that remains under power indefinitely, then there's no such thing as escape velocity. It would just fly out at whatever speed it needed, riding its motors rather than the gravity fields. The term escape velocity is a ballistic term.
Now, if all you're wanting to do is get to orbit, that's a much smaller figure, depending on how high you want to be in orbit. Higher orbits require lower speeds, but take more energy to reach. What's cool, and is the main reason we have such good computers these days (because NASA had to do these calculations back in the 60s) is that to reach a higher orbit, which requires a lower speed, you have to go faster. To reach a lower orbit, which requires a faster speed, you have to slow down.
Lastly, if all you want to do is lob a bomb at your enemies, you don't even need that much speed. That's a sub-orbital trajectory, no different than a big cannon shot.