Lateral shift increases with angle of incidence
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The lateral shift increases with the increase in angle of incidence.
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X = 4
——( sin∅¹cos∅¹ - cos )
COS∅²
∅¹,sin∅²
= D ( sin∅¹= sin ∅¹ cos∅¹)
-----------------------------
( N cos ∅¹ )
= D sin
∅= ( 1 √ sin -² ∅¹ )
------------------
Sin ² ∅¹
-----------
N²
D sin
∅¹ ( 1 - √ 1 - sin ² ∅¹ )
----------------------
( ✓ N² - sin² ∅¹ )
——( sin∅¹cos∅¹ - cos )
COS∅²
∅¹,sin∅²
= D ( sin∅¹= sin ∅¹ cos∅¹)
-----------------------------
( N cos ∅¹ )
= D sin
∅= ( 1 √ sin -² ∅¹ )
------------------
Sin ² ∅¹
-----------
N²
D sin
∅¹ ( 1 - √ 1 - sin ² ∅¹ )
----------------------
( ✓ N² - sin² ∅¹ )
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