From Figure 1.3, it is clear that the angle of incidence will be equal to the difference of π and ξ.
It could also be written as in Equation 1.2.
θπξ
=−.
(1.2)
From the law of sines for the relationship between sides and angles [8], as shown in Figure 1.3,
the relation between the angles and the sides can be written as follows.
RRHRHRH
EE
EE
si
n
()
sin
()
sin
()
sin
.
αξπθθ
=
+
=
+
−
(
)
=
+
(1.3)
si
n
()sin
.
θ
α
=
+×RH
R
E
E
(1.4)
The angle of incidence of the spaceborne SAR sensor can be measured by including the value
of the radius of the earth, the platform altitude of the SAR sensor from the earth’s surface, and the
SAR look ...
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