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Question

Apply The average speed of the coronal solar wind is 450 km/s450 \mathrm{~km} / \mathrm{s}. How long does it take a particle in such a wind to reach Earth? (Assume that the distance from Earth to the sun is 150,000,000 km150,000,000 \mathrm{~km}.)

Solution

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Solar wind particles move at high speed from the solar corona to the Earth. We are given the speed of the solar wind and the distance between the Earth and the sun. The goal is to calculate how long it will take for the charged particles to reach the Earth's surface.

Data:

speed (solar wind)=450km/s\textrm{speed (solar wind)=}450\: \textrm{km/s} s (Earth to Sun)=150000000000 km\textrm{s (Earth to Sun)=150\,000\,000\,000 km}

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