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Physics, 20.04.2021 14:20 shadow29916

The Earth, and everything on it rotates counterclockwise, if viewed from space above the north pole. That means everything on it is also rotating. We donā€™t feel the rotation because we donā€™t have any immediate reference points. If we were in a soundproof car moving at a constant speed with the windows blacked out, we wouldnā€™t know we were moving, because we have no reference. The only reference we have the are the stars, but they "move" so slow they are of little immediate use, with the exception of the sun. But as we all know, many people thought the sun moved around the Earth rather than vice versa. Because of Earthā€™s rotation, atmospheric molecules move as well, but they are lighter, and thus freer than we are to move; this gives rise to weather patterns and phenomena such as jet streams. Jet streams are high altitude air currents that often arise between the troposphere and stratosphere -- where jet airplanes often fly. The jet streams flow in the direction of Earthā€™s rotation, that is, to the East. This is why it takes less time to travel to Europe from the US, than vice versa or east across the US versus west. Consider a plane travelling from Chicago, Il to Rome, Italy at a speed of 800. km/h relative to the air (airspeed). In perfectly still air, the planeā€™s airspeed is equal to its ground speed: the speed it would have on the ground. If the plane is flying in a parallel 100. km/h jet stream for 7,700. km (the majority) of its trip in air kilometers (because the plane must fly farther at higher altitudes),
1) how long (in hours) would the the trip take?

a) If the plane flies back under the same conditions, how long would the trip take

b) If the jet stream is angled at 30.0 degrees north of the planeā€™s fuselage from Rome to Chicago, how long would the trip take?

C) By what angle would the pilot need to correct the aircraft to maintain course? Hint: You can calculate this either with vectors, or geometry.

D) If the pilot did not correct the planeā€™s trajectory for the partial crosswind, how far off course would the plane be if it travelled for 7700 km?

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