Experiment2 - unit less n 1[r n 1[0 and ∆ and a and α...

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Experiment -2 AIM: Calculate for graded index fibers- a) Graphical representation of core refractive index n 1 [r] w.r.t. radius(a) of core for– i. Profile parameter(α) = 1 ii. Profile parameter(α) = 2 iii. Profile parameter(α) = ∞ b) Graphical representation of numerical aperture NA[r] w.r.t. radius of core (r) for – i. Profile parameter(α) = 1 ii. Profile parameter(α) = 2 iii. Profile parameter(α) = ∞ c) Acceptance Angle (θa) for given value of radius Where 0 < r <= a ∆ = refractive index difference Input required Boundary limits for inputs Formula Expected output Units n 1 [0] and n 2 1.4 < (n 1 [0] , n 2 ) < 1.5 and n 1 [0] > n 2 (n 1 [0] 2 - n 2 2 ) / (2 n 1 2 ) 0.001 to 0.10
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Unformatted text preview: unit less n 1 [r] n 1 [0] and ∆ and a and α 1.4 < (n 1 [0] , n 2 ) < 1.5 and n 1 [0] > n 2 and 0.3 μm < 2a < 25 μm and 0 < r <= a 1< α < ∞ n 1 [0] * (1-2∆(r/a) α ) 1/2 n 1 [0] < n 1 [r] < n 2 unit less NA[0] n 1 [0] and n 2 1.4 < (n 1 [0] , n 2 ) < 1.5 and n 1 [0] > n 2 (n 1 [0] 2 - n 2 2 ) 1/ 2 0.14 to 0.20 unit less NA[r] NA[0] and a 0.3 μm < 2a < 25 μm and 0 < r <= a NA[0] * (1-(r/a) α ) 1/2 unit less θa (n 1 [0] and n 2 and r ) or NA[r] 1.4 < (n 1 [0] , n 2 ) < 1.5 and n 1 [0] > n 2 Sin-1 [NA[0] * (1-(r/a) α ) 1/2 ] or Sin-1 (NA[r]) to 25 degree...
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This note was uploaded on 03/01/2010 for the course ELECTRONIC 12345 taught by Professor Xyz during the Summer '10 term at Punjab Engineering College.

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Experiment2 - unit less n 1[r n 1[0 and ∆ and a and α...

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