Optics Calculator

This calculator will help you calcaulate the distance between the incident and the refraction light after light travels through a planar plate

$n_1$ sin $\theta_1$ = $n_2$ sin $\theta_2$
$D$ = $d$ sin( $\theta_1$ - $\theta_2$ )

Incident Refractive Index $n_1$ ; Refraction Refractive Index $n_2$ ;
Incident angle $\theta_1$ ; Refraction angle $\theta_2$ ; The Thickness of The Plate $d$

Input

Incident Refractive Index, $n_1$ :

Refraction Refractive Index, $n_2$ :

Incident angle, $\theta_1$ :

degree (°)

The Thickness of The Plate, $d$ :

Output

Distance Between The Incident and the Refraction

$n_1$ sin $\theta_1$ = $n_2$ sin $\theta_2$

$D$ = $d$ sin( $\theta_1$ - $\theta_2$ )

Incident Refractive Index, $n_1$ :

Refraction Refractive Index, $n_2$ :

Incident angle, $\theta_1$ :

The Thickness of The Plate, $d$ :

Distance:

Distance Between The Incident and the Refraction

n1n_1sinθ1\theta_1=n2n_2sinθ2\theta_2

DD= ddsin(θ1\theta_1-θ2\theta_2)

Incident Refractive Index, n1n_1:

Refraction Refractive Index, n2n_2:

Incident angle, θ1\theta_1:

The Thickness of The Plate, dd:

Distance:

$n_1$ sin $\theta_1$ = $n_2$ sin $\theta_2$

$D$ = $d$ sin( $\theta_1$ - $\theta_2$ )

Incident Refractive Index, $n_1$ :

Refraction Refractive Index, $n_2$ :

Incident angle, $\theta_1$ :

The Thickness of The Plate, $d$ :