5.7. For the "standard atmosphere" shown in Fig. 5.5, perform the following calculations=(a) Derive the pressure-height relation for the troposphere.(b) Calculate the pressure at the troposphere-stratosphere boundary.(c) Derive the pressure-height relation for the stratosphere. 65 617 ft20 000 m36 O89 fiI1 000 m"Standard" atmosphereAdiabatic atmosphere-92.5°C-56.5°C15°C-134.6°F-69.7°F59°FTemperatureFIGURE 5.5Comparison of the temperature-elevation relations in the adiabatic atmosphere and the standard atmosphere.This plot shows only the two lowest sections of the Standard Atmosphere, containing 95% of the atmosphere'smass, In the four more sections above these two the interaction of sunlight with individual molecules producesHeight above sca level, zTroposphereStratosphere

Consider P be the pressure at any instant. h be the change in height or denotes height at any…

5.7. For the "standard atmosphere" shown in Fig. 5.5, perform the following calculations (a) Derive the pressure-height relation for the troposphere. (b) Calculate the pressure at the troposphere-stratosphere boundary. (G) Periye the pressure-height relation for the stratosphere.

5.7. For the "standard atmosphere" shown in Fig. 5.5, perform the following calculations (a) Derive the pressure-height relation for the troposphere. (b) Calculate the pressure at the troposphere-stratosphere boundary. (G) Periye the pressure-height relation for the stratosphere.

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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Concept explainers

Pressure Vessels

The term pressure vessel refers to a closed container that contains gas or liquid at a different pressure than environment pressure. The pressure vessels have a wide scale of applications in our day-to-day lives and other industrial places. Some common examples of pressure vessels are gas cylinders, autoclaves, compressor vessels, etc.

Question

5.7. For the "standard atmosphere" shown in Fig. 5.5, perform the following calculations=
(a) Derive the pressure-height relation for the troposphere.
(b) Calculate the pressure at the troposphere-stratosphere boundary.
(c) Derive the pressure-height relation for the stratosphere.

65 617 ft
20 000 m
36 O89 fi
I1 000 m
"Standard" atmosphere
Adiabatic atmosphere
-92.5°C
-56.5°C
15°C
-134.6°F
-69.7°F
59°F
Temperature
FIGURE 5.5
Comparison of the temperature-elevation relations in the adiabatic atmosphere and the standard atmosphere.
This plot shows only the two lowest sections of the Standard Atmosphere, containing 95% of the atmosphere's
mass, In the four more sections above these two the interaction of sunlight with individual molecules produces
Height above sca level, z
Troposphere
Stratosphere

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