I was refreshing my DGIV skills today, going through the mission scenarios folder. Then i remembered that back in the DGIII, there was an extra mission, that appears to no longer be a part of the mission scenarios. I think the name was "Rescue in Antartica" or something similar. The general idea was that a DGIV had crash-landed somewhere in Antartica and you had a limited amount of time to go and save the crew, using only the data from the AE-35 antenna.
So here is the challenge. (Default DGIV settings).
You are in a DGIV sitting on Lpad1 of KSC with a heading of 90 degrees.
You turn on the AE-35 antenna to locate the disabled craft.
The data you receive from the antenna is: Rel. heading 110.495 degrees and distance 11799 km.
1.Find the true heading, true distance and the disabled ship's longitude and lattitude.
2.Calculate the launch azimuth for the suborbital flight.
3.Use the scenario editor to place a DGIV on Lpad1 of KSC (heading 90) and another at the coordinates you found.
4.Take off and land within 50 km of the target and pick up the crew.
5.Take off and land back at KSC.
Help/Hints:
#1 The first part is a trigonometry problem. You can find all the formulas you need [ame="http://en.wikipedia.org/wiki/Law_of_cosines"]here[/ame] and here.
#2 The second part is a bit trickier. You need to know your ship and take the planet's rotation into account.
#3 I'm not posting a scenario, because it will be interesting to see and compare the coordinates and launch azimuth(s) that will be found, by those that try the challenge.
#4 AerobrakeMFD is your friend, but since there is no base to target, you'll have to keep an eye on the Pe/landing position coordinates.
#5 For the fifth part, you'll need to calculate a new launch azimuth for the suborbital flight back to KSC. Fuel will be very limited. (And the launch azimuth might surprise you).
Post your step by step calculations here and if you manage to make the flight, a succesfull playback.
Have fun, happy (sub)orbiting

So here is the challenge. (Default DGIV settings).
You are in a DGIV sitting on Lpad1 of KSC with a heading of 90 degrees.
You turn on the AE-35 antenna to locate the disabled craft.
The data you receive from the antenna is: Rel. heading 110.495 degrees and distance 11799 km.
1.Find the true heading, true distance and the disabled ship's longitude and lattitude.
2.Calculate the launch azimuth for the suborbital flight.
3.Use the scenario editor to place a DGIV on Lpad1 of KSC (heading 90) and another at the coordinates you found.
4.Take off and land within 50 km of the target and pick up the crew.
5.Take off and land back at KSC.
Help/Hints:
#1 The first part is a trigonometry problem. You can find all the formulas you need [ame="http://en.wikipedia.org/wiki/Law_of_cosines"]here[/ame] and here.
#2 The second part is a bit trickier. You need to know your ship and take the planet's rotation into account.
#3 I'm not posting a scenario, because it will be interesting to see and compare the coordinates and launch azimuth(s) that will be found, by those that try the challenge.
#4 AerobrakeMFD is your friend, but since there is no base to target, you'll have to keep an eye on the Pe/landing position coordinates.
#5 For the fifth part, you'll need to calculate a new launch azimuth for the suborbital flight back to KSC. Fuel will be very limited. (And the launch azimuth might surprise you).
Post your step by step calculations here and if you manage to make the flight, a succesfull playback.
Have fun, happy (sub)orbiting

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