A spherical surface of radius 30cm separates two transparent media A and B with refractive indices 1.33 and 1.48 respectively. The medium A is on the convex side of the surface. Where should a point object be placed in medium A so that the paraxial rays become parallel after refraction at the surface ?
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For par-axial rays become parallel after refraction ... so Image is formed at infinity
v=∞
μ1=1.33
u=?
μ2=1.48
R= 30cm
From the formula:
μ2/v - μ1/ u= μ2-μ1/R
=1.48 /∞ - 1.33/u = 1.48-1.33/30
- 1.33/u- 0.15/30
u= - 266.0cm
Object should be placed at a distance of 266cm from surface on side A
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Answer is explained below:-:-:-:--:-:-:-:-:-
For par-axial rays become parallel after refraction ... so Image is formed at infinity
v=∞
μ1=1.33
u=?
μ2=1.48
R= 30cm
From the formula:
μ2/v - μ1/ u= μ2-μ1/R
=1.48 /∞ - 1.33/u = 1.48-1.33/30
- 1.33/u- 0.15/30
u= - 266.0cm
So,the object should be placed at a distance of 266cm from surface on side A
For par-axial rays become parallel after refraction ... so Image is formed at infinity
v=∞
μ1=1.33
u=?
μ2=1.48
R= 30cm
From the formula:
μ2/v - μ1/ u= μ2-μ1/R
=1.48 /∞ - 1.33/u = 1.48-1.33/30
- 1.33/u- 0.15/30
u= - 266.0cm
So,the object should be placed at a distance of 266cm from surface on side A
Attachments:
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