Question

physic

The sunlight that reaches Earth has an intensity of 1350 watts per square meter. The distance from the Earth to the Sun is 150 million kilometers. Saturn is ten times as far away from the Sun. (a) Calculate the total power of sunlight radiated by the Sun. (b) Calculate the rms values of the electric and magnetic fields of sunlight at the orbit of Saturn. (c) Calculate the energy density and intensity of sunlight at Saturn. (c) Saturn has a diameter of 116,460 km. What would be the net force of sunlight on Saturn if the light were perfectly absorb


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Answer #1

We will put the hint into effective use-

Since Saturn is at a distance of 10 AU and Earth is at a distance of 1 AU from the sun, and the flux is inversely proportional to the square of the distance

F« 1/D

So as D becomes 10 times more as compared to Earth, the flux that Saturn receives should be scaled down by a factor of 100 (10 squared). Since Earth receives 1362 Watts per meter square so this implies that Saturn receives 1362/100 = 13.62 Watts per meter square of flux from the Sun.


answered by: ANURANJAN SARSAM
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