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A statistical model in detecting small blood vessels with Power Doppler Imaging . Department of Medical Biophysics 07/04/10. Outline. Introduction Objective Methods Power Doppler Imaging Example Methods Mathematical Model Results Discussion Conclusion Acknowledgements. Introduction.
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A statistical model in detecting small blood vessels with Power Doppler Imaging Department of Medical Biophysics 07/04/10
Outline • Introduction • Objective • Methods • Power Doppler Imaging • Example • Methods • Mathematical Model • Results • Discussion • Conclusion • Acknowledgements
Introduction • Angiogenesis • Cancer research • Imaging these small blood vessels can provide valuable information to their spatial distribution in the vasculature
Objective • To improve the statistical model in determining the blood flow in a small vessel • Develop another Gaussian distribution to account for the region that lies between the background and vessel
Methods • Flow phantoms were developed with the following properties; • vessel sizes: • 160, 200, 250, 300, 360 µm • flow velocity • 4, 3, 2, 1, 0.5 mm/s • transducer frequency • 30 and 40 MHz
Mathematical Model Single Vessel Multiple Vessel
Results Consideration of the extra region lead to the statistical model, more closely reflecting the actual data
Discussion • Consideration of an extra region lead to the increase in accuracy between the statistical model and empirical data • Changes made are reflected by the considering a greater range of data • The standard statistical model for a specific vessel size can act to determine the actual vessel as opposed to the background
Further Research and Implications • Working with multiple layer tissue • Developing a standard model but taking into consideration the vessel sizes • Differentiation between vessels in tortuous vessels
Conclusion • Addition of a new region to the statistical model led to results which reflected the empirical data much closer
Acknowledgements • Dr. James Lacefield PhD • Mai Elfarnawany Masters Candidate