Physics

Physics · thermodynamics

Problem

c) Compute the temperature of the air close to the ground in b) assuming that your eyes are located 1.60 m1.60 \mathrm{~m} above the ground and that the distance to the "water" is 250 m250 \mathrm{~m}. The refractive index of the air at 15∘C15{ }^{\circ} \mathrm{C} and at normal air pressure (101.3kPa)(101.3 \mathrm{kPa}) is 1.000276 . The temperature of the air more than 1 m1 \mathrm{~m} above the ground is assumed to be constant and equal to 30∘C30{ }^{\circ} \mathrm{C}. The atmospheric pressure is assumed to be normal. The refractive index, nn, is such that n−1n-1 is proportional to the density of the air. Discuss the accuracy of your result. Given constants: Context question: a) Consider a plane-parallel transparent plate, where the refractive index, nn, varies with distance, zz, from the lower surface (see figure). Show that nAsin⁡α=nBsin⁡βn_{A} \sin \alpha=n_{B} \sin \beta. The notation is that of the figure. <image_1> Context answer: 证明题 Context question: b) Assume that you are standing in a large flat desert. At some distance you see what appears to be a water surface. When you approach the "water" is seems to move away such that the distance to the "water" is always constant. Explain the phenomenon. Context answer: 证明题

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