This a thermodynamics question. Please consider all equations for thermodynamics (first and second law). If you could solve (a) , (b), and (c) that would be great. 3. A 5 kg balloon carrying a small payload is deployed into Jupiter's atmosphere. The balloon is filledwith diatomic hydrogen (H2).Partial profiles of pressure, temperature, and density for the atmosphere of Jupiter:p [hPa]700050001000200T (K]280|270200110100150170|170e (kg m10.7251Top of Water clouds0.53700.1451Earth MSLP0.05270.0290100101Tropopause1.193 x 103| 1.706 x 1041,706 x 105.1aDetermine the specific gas constant for the atmosphere of Jupiter:GasH2|HeCH4Molar weight2.004.00% by mass86.0013.000.50016.0418.02H200.500You are able to control the volume of the instrumented balloon using wires attached toa radio that receives commands from Earth. If the balloon has the same density as the surroundings,bwhat volume (V) would it need to skim the top of the water clouds?Using the Ideal Gas Law, determine the temperature of the gas in the balloon. Is itthe same as the surrounding atmosphere?

Equivalent Specific Gas Constant for Mixture of Gases is,Req=m1R1+m2R2+m3R3+m4R4m1+m2+m3+m4Let "m"…

3. A 5 kg balloon carrying a small payload is deployed into Jupiter's atmosphere. The balloon is filled with diatomic hydrogen (H2). Partial profiles of pressure, temperature, and density for the atmosphere of Jupiter: p [hPa] 7000 5000 1000 200 100 10 1 T(K] 280 e (kg m³] 0.7251 0.5370 0.1451 Top of Water clouds 270 200 110 100 Earth MSLP 0.0527 Tropopause 0.0290 1.193 x 10 1.706 x 104 1.706 x 105 150 170 170 .1 a "Determine the specific gas constant for the atmosphere of Jupiter: Gas % by mass 86.00 Molar weight H2 2.00 13.00 0.500 4.00 16.04 Не CH4 H20 0.500 18.02 You are able to control the volume of the instrumented balloon using wires attached to a radio that receives commands from Earth. If the balloon has the same density as the surroundings, what volume (V) would it need to skim the top of the water clouds? Using the Ideal Gas Law, determine the temperature of the gas in the balloon. Is it the same as the surrounding atmosphere?

3. A 5 kg balloon carrying a small payload is deployed into Jupiter's atmosphere. The balloon is filled with diatomic hydrogen (H2). Partial profiles of pressure, temperature, and density for the atmosphere of Jupiter: p [hPa] 7000 5000 1000 200 100 10 1 T(K] 280 e (kg m³] 0.7251 0.5370 0.1451 Top of Water clouds 270 200 110 100 Earth MSLP 0.0527 Tropopause 0.0290 1.193 x 10 1.706 x 104 1.706 x 105 150 170 170 .1 a "Determine the specific gas constant for the atmosphere of Jupiter: Gas % by mass 86.00 Molar weight H2 2.00 13.00 0.500 4.00 16.04 Не CH4 H20 0.500 18.02 You are able to control the volume of the instrumented balloon using wires attached to a radio that receives commands from Earth. If the balloon has the same density as the surroundings, what volume (V) would it need to skim the top of the water clouds? Using the Ideal Gas Law, determine the temperature of the gas in the balloon. Is it the same as the surrounding atmosphere?

College Physics

1st Edition

ISBN:9781938168000

Author:Paul Peter Urone, Roger Hinrichs

Publisher:Paul Peter Urone, Roger Hinrichs

Chapter13: Temperature, Kinetic Theory, And The Gas Laws

Section: Chapter Questions

Problem 38PE: (a) In the deep space between galaxies, me density of atoms is as low as 106atoms/m3, and me...

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