Solar radiation incident on the earth’s surface may be divided into the direct and diffuse components described in Problem 12.9. Consider conditions for a day in which the intensity of the direct solar radiation is I d i r = 201 x10 7 W / m 2 · in the solid angle subtended by the sun with respect to the earth, Δ ω s = 6.74 x10 − 5 s r . The intensity of the diffuse radiation is I d i f = 70 W / m 2 · s r . (a) What is the total solar irradiation at the earth’s surface when the direct radiation is incident at 0 = 30 ∘ ? (b) Verify the prescribed value for Δ ω s , recognizing that the diameter of the sun is 1.39 x10 5 m and the distance between the sun and the earth is 1.496 x10 11 m (1 astronomical unit).
Solar radiation incident on the earth’s surface may be divided into the direct and diffuse components described in Problem 12.9. Consider conditions for a day in which the intensity of the direct solar radiation is I d i r = 201 x10 7 W / m 2 · in the solid angle subtended by the sun with respect to the earth, Δ ω s = 6.74 x10 − 5 s r . The intensity of the diffuse radiation is I d i f = 70 W / m 2 · s r . (a) What is the total solar irradiation at the earth’s surface when the direct radiation is incident at 0 = 30 ∘ ? (b) Verify the prescribed value for Δ ω s , recognizing that the diameter of the sun is 1.39 x10 5 m and the distance between the sun and the earth is 1.496 x10 11 m (1 astronomical unit).
Solution Summary: The author calculates the total solar irradiation at the surface of earth as the sum of direct radiation and diffuse radiation.
Solar radiation incident on the earth’s surface may be divided into the direct and diffuse components described in Problem 12.9. Consider conditions for a day in which the intensity of the direct solar radiation is
I
d
i
r
=
201
x10
7
W
/
m
2
·
in the solid angle subtended by the sun with respect to the earth,
Δ
ω
s
=
6.74
x10
−
5
s
r
. The intensity of the diffuse radiation is
I
d
i
f
=
70
W
/
m
2
·
s
r
. (a) What is the total solar irradiation at the earth’s surface when the direct radiation is incident at
0
=
30
∘
? (b) Verify the prescribed value for
Δ
ω
s
, recognizing that the diameter of the sun is
1.39
x10
5
m
and the distance between the sun and the earth is
1.496
x10
11
m
(1 astronomical unit).
You can neglect radiation at the bottom of the plate; the bottom side of the plate has water flowing underneath it. Often, when dealing with liquids (rather than gases), one can neglect radiation because heat transfer due to convection is so much larger (liquids tend to have higher convection coefficient values than gases).
At the surface of the sun, the temperature is approximately 5800 K.
How much energy is contained in the electromagnetic radiation filling a cubic meter of space at the sun's surface?
A small surface of area A1 = 5 cm? emits radiation as a blackbody, and part of the
radiation emitted by Ai strikes another small surface of area A2 = 8 cm? oriented as
shown in Fig. 4. If the rate at which radiation em itted by Ai that strikes A is measured
to be 274 x 106 W, determine
i.
the intensity of the radiation emitted by A1, and
the temperature of A1.
ji.
Az = 8 cm?
02 = 40°
10, = 55°
r = 80 cm
A = 5 cm?
Fig 4
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