Doppler effect measure speed in blood cells

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SUMMARY

The discussion centers on calculating the frequency shift of ultrasound reflected from blood cells using the Doppler effect. The ultrasound frequency emitted is 5.0 MHz, and the blood velocity is 0.20 m/s. The relevant equations involve the relationship between wavelength, frequency, and velocity, specifically using the formula L / L0 = V / V0. The participants highlight the need for additional information to solve for the numerical frequency shift accurately.

PREREQUISITES
  • Understanding of the Doppler effect in wave mechanics
  • Familiarity with ultrasound technology and its frequency measurement
  • Knowledge of basic physics equations relating speed, wavelength, and frequency
  • Concept of sound velocity in different mediums, specifically in biological tissues
NEXT STEPS
  • Research the Doppler effect equations specific to ultrasound applications
  • Study the properties of sound waves in biological tissues
  • Learn how to calculate frequency shifts in various mediums using the Doppler effect
  • Explore practical applications of Doppler ultrasound in medical diagnostics
USEFUL FOR

Students in physics or medical technology, ultrasound technicians, and professionals involved in non-invasive blood flow measurement techniques.

hellokitty
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Homework Statement



A Doppler blood flow unit emits ultrasound at 5.0 {\rm MHz}.

What is the frequency shift of the ultrasound reflected from blood moving in an artery at a speed of 0.20 m/s?


What equations would I use to calculate the doppler shift? It is not in my textbook...
 
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I believe off hand that the ratio of wavelenghts is equal to the ratio of speeds of the object;

L = wavelength
L0 = wavelength before reflection
V = velocity of wave in medium
V0 = velocity of wave.

V0=fL0 where f is the frequency of the ultrasound emitter.

L / L0 = V / V0

I think that's all the infomation required for the solution. See if you can do it now. If not highlight the below;



L / L0 = 0.2 m/s / speed of sound ( 340 m/s) = Y

Where I'm just using Y to represent the ratio. The wave travels the same speed V in the medium of flesh (roughtly) hence;

Y = ( V/f ) / (V/f0)

Rearrage for f;

1 / [(Y*( V / f0 )) / V ] = f



However that might not be the question being asked or not, as you would require extra infomation to solve that numerically.

Haths
 
How do I solve for the wavelength if the wavelength is not given?
 

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