ریاضیات

n1 = 1

n2 = 1.33

θ1 = 53°

n1 sinθ1 = n2 sinθ2

sinθ2 = (n1/n2) sinθ1

sinθ2 = (1/1.33) × sin(53°)

sinθ2 = 0.751 × 0.798

sinθ2 ≈ 0.600

θ2 ≈ 36.9°

r_p =

(n2 cosθ1 − n1 cosθ2) /

(n2 cosθ1 + n1 cosθ2)

cos53° = 0.602

cos36.9° ≈ 0.800

r_p =

(1.33×0.602 − 1×0.800) /

(1.33×0.602 + 1×0.800)

r_p =

(0.801 − 0.800) /

(0.801 + 0.800)

r_p ≈ 0.0006

R_p = |r_p|²

R_p = (0.0006)²

R_p ≈ 3.6 × 10⁻⁷

t_p =

2n1 cosθ1 /

(n2 cosθ1 + n1 cosθ2)

t_p =

2×1×0.602 /

(1.33×0.602 + 0.800)

t_p =

1.204 / 1.601

t_p ≈ 0.752

T_p =

(n2 cosθ2 / n1 cosθ1) (t_p)²

T_p =

(1.33×0.800 / 0.602) × (0.752)²

T_p ≈ 0.999999