![]() But even then, they helped me a lot! I can now understand the Star Trek universe a little better. Simply input two of three variables (speed, distance, and time), and the form will calculate. So I guess what I'm trying to ask is help me understand the ship's speed and try to somewhat compare it to what we actually know.ĮDIT: Thanks everybody, for helping me out! Sounds like there are no right or wrong answers. The Warp Speed Calculator is designed to answer these questions. I did see an article somewhere that if you drive a car upwards at 60 mph the entire way, you could reach the moon in about six months. ![]() Exactly how long would that be? From what I took, it sounded like it would be like a 30-45 minutes trip. How about from Earth to Pluto? I remember hearing a line in the Generations film that when they were taking out the Enterprise-B for a quick trip to Pluto from Earth and back. In other words, proper time inside the ship equals proper time outside the warp bubble. Like for example, how long would it take for the Enterprise to reach our moon from the Earth at full impulse? Warp 9? Also note that, if you set dydz0 as well as setting xx s, then the line element presented at the beginning of this section yields the nice result that both inside the warp bubble and outside the warp bubble. Yes, I know there's Warp speed and impulse (half, full, etc) power and whatnot. The velocity values of warp factors are calculated for standard conditions found within the Milky Way galaxy. You may also specify your own distance in light years. I've just finished watching TNG and starting up DS9, but there's something I've always wondered: Specify a warp factor and the form will then calculate the speed in multiples of the speed of light and the time to travel the specified distances.
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