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Example for Doppler shift frequency
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hyperemia Let us consider afar sighted eye with a near point of 2.0 m. what power lens will let this person read comfortably at 0.25 m? (The distance between the lens and retina is 0.02 m.) The strength of a good eye focused at 0.25 m is given by 1/F=(1/0.25)+ ( 1/ 0.02) = =54D. An eye focused at 2m has a strength of 1/F= (1/2.0) + (1/ 0.02) = =50.5 D A corrective lens of = +3.5 D would prescribed for his eye.
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Myopia A person who is focusing an 0bject at 1m has a lens strength of
1/F =(1/1.0)+(1/0.02) =51 D An eye able to focus at infinity has a strength of 1/F=(1/∞ )+ (1/0.02) = 50 D 51 D – 50D =1D Thus a myopic person with a far point 1m has 1 D, and a negative lens of -1.0 D will correct his vision.
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Question for corrective lens
Q1.If a myope has a near point of 15 cm without glasses and wears a corrective lens of -1.0 D, what is her near point wearing glasses? 1/f = 1/P +1/Q 1/f = 1/ /0.02 1/f = = = 56.7 D 1/f = 56.7 D without glasses
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Correctives lens = - 1 D With glass the strength = 56.7-(-1)= 57.7 D 57.7 = 1/P+ 1/0.02 57.7 = 1/P + 50 1/P = = 7.7 P= 0.18 m ,her near point with glasses
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Q2.If an emmetrope has an accommodation of 3D,what is her near point?
For distance vision 1/f=1/P +1/Q 1/f = 1/ ∞ +1/0.02 =50 D 50+3 =53D 53= 1/P + 1/0.02 P= 1/3 m her near point
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Q3.If a former emmetrope wears reading glasses
Of +2D to read at a distance of 25 cm ,what is his near point without glasses? Let the near point be Po without glasses, and Pg with glass.
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At Pg =25 cm,1/f = 1/ /0.02 =54 D Without glass the person would have a maximum of 52 D. 54 D -2D= 52 D 52 D =1/Po + 1/0.02 Po =0.5m his near point without glass.
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A cardiologist uses an ultrasound scanner with an operating frequency of 3.5MHz that can detect Doppler frequency shifts as small as kHz . Assume the velocity of ultrasound in soft tissue = 1540 m/s. Calculate the smallest flow velocity detectable in m/s(consider θ=0).
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c Δf (Doppler shift frequency) is Δ f = 2 f v cosθ f= 3.5MHz =3.5*10^6
C = 1540 m/sec θ =0 Cos(0)=1
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0.1 *10^3={ 2* 3.5* 10^6*V*COS(0)}/1540 V= { (0.1 *10^3)*1540}/2* 3.5* 10^6 V= 22*10^-3 m/sec
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