Question #186294

 Light is traveling through the two glass slabs as shown below.  

 

 

  •  850 nm 
Nglass1 = 1.460 
Nglass2 = 1.430 

 

 (a) What could be the minimum incident angle if total internal reflection has to occur?      

 

 

 



1
Expert's answer
2021-04-30T11:02:14-0400

sin(r)sin(i)=n1n2\frac{\sin \left(r\right)}{\sin \left(i\right)}=\frac{n1}{n2}\:

Refractiveindex(n1)ofglass1=1.46θRefractive\:index\left(n1\right)\:of\:glass\:1=1.46\theta \:

Refractiveindex(n2)ofglass2=1.43θRefractive\:index\left(n2\right)of\:glass\:2=1.43\theta \:

sin(90)sin(θ)=1.46θ1.43θ\frac{\sin \left(90\right)}{\sin \left(\theta \right)}=\frac{1.46\theta }{1.43\theta }\:

sin(θ)=sin(90)1.43θ1.46θ\sin \left(\theta \right)=\frac{\sin \left(90\right)1.43\theta }{1.46\theta }

θ=78.4\theta =78.4^{\circ }


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