Questions 1751–1760 of 1772. Imported answers require independent review unless marked reviewed.

Topic practice 1772 questionsPage 176 of 178

Question 154

Open question
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In the month of April, the mixed layer in the Arabian Sea received a net heat flux of 50 W m

. If the mixed layer depth is 50 m, the increase in temperature at the end of April is ________ °C.
[Density of seawater: 1025 kg m

, Density of freshwater: 1000 kg m

, Specific heat of seawater: 4200 J kg

K

, Latent heat of evaporation: 2.45 × 10

J kg

]

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Question 155

Open question
XE-HNAT2 marksNeeds review
The thickness of an atmospheric layer between 600 hPa and 500 hPa is 1.5 km. If the layer is isothermal, then its temperature is __________ K.
[Gas constant of air: 287 J kg

K

, g: 10 m s

]

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Question 156

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At 17°N, a mass of fluid is moving under geostrophic balance at 0.3 m s

towards east. Suddenly the pressure gradient force becomes zero. Then the fluid will
Your answerChoose one option.

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Question 157

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At 45°N, wind is blowing northward and its magnitude decreases eastward from 10 m s

to 1 m s

over a distance of 18 km. The absolute vorticity of the flow is __________ × 10

s

.
[Angular velocity of the Earth: 7.27 × 10

rad s

]

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Question 158

Open question
XE-HNAT2 marksNeeds review
Sea surface height anomalies at the locations A, B, C and D are -10, -15, 5 and 0 cm respectively.
Diagram for Engineering Sciences question 158

The magnitude of geostrophic velocity at P is __________ m s

.
[Take 1° = 100 km, g = 10 m s

, Angular velocity of the Earth: 7.27 × 10

rad s

]

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Question 159

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In a severe tropical cyclone, 250 mm of rainfall occurs in an area having a radius of 200 km. If the energy supplied to the system from this rainfall is N times the energy of one atomic bomb (=1.5 × 10

kJ), then the value of N is __________.
[Density of freshwater: 1000 kg m

, Specific heat of seawater: 4200 J kg

K

, Latent heat of evaporation: 2.45 × 10

J kg

]

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Question 160

Open question
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A student wants to numerically solve the linear 1-D advection equation

, where

m s

. The value of the maximum time-step the student can consider according to CFL criterion for a spatial resolution of 3 km is
Your answerChoose one option.

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Question 161

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Planets in the solar system are in radiative equilibrium. Let

,

,

and

denote solar constant, albedo, average temperature and radius of a planet, respectively, and

is Stefan’s constant. Then the energy balance of this planet is given by the expression
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Question 162

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A cumulonimbus cloud forms by an air parcel rising from the sea level with an initial temperature and specific humidity of 27°C and 20 gm kg

, respectively. Assume that moist static energy is conserved in this cloud. Then the cloud temperature at an altitude of 1.5 km is ______ K.
[Specific heat of dry air at constant pressure: 1005 J kg

K

, Specific heat of water vapor at constant pressure: 1850 J kg

K

, g = 10 m s

, Latent heat of evaporation: 2.45 × 10

J kg

]

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Question 163

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If

and

are respectively zonal and meridional components of a flow field in geostrophic balance, then the divergence of this flow is
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