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<h1 data-label="896397" class="ltx_title_section">Goals:</h1><div> </div><div>Quantitative ultrasound (QUS) characterization based on frequency analysis of the backscatter radio frequency (RF) data has seen success in a number of applications. </div><div> </div><div>Theoretical model has been developed to relate the gated normalized power spectrum to the scattering properties of investigated tissue. Localized changes in compressibility and density induces local changes in the gated RF. The autocorrelation of the medium is approximated equal to the Fourier transform of RF. Under Born approximation and plane wave sonification, closed form solution for the scattering size and scattering concentration can be derived. </div><div> </div><div>However, normalized spectrum analysis requires the use of a reference phantom to remove the system dependent transfer function and diffraction effects. This usage of the reference phantom hinders the adoption of QUS into clinical practice. And this technique does not account for the layers in front of the tissue. </div><div> </div><div>Question: to what extent QUS do not need the reference phantom? Which is to say the scattering and attenuation variations are dominating the diffraction and acoustical-electro conversion variations. </div><div> </div><div>Can we do QUS with a simpler and more practical reference phantom for some specific applications? By embedded a sphere inside a body in a semi-invasive procedure, we have more reliable calibration. </div><div> </div><div>Layers effect: no work has been done to compensate for the layer before the tissue in question. The layer effect compensation is important for QUS to be accurate and applicable. </div><div> </div><div>BSC are frequency dependent. It is critical to publish the data publicly. </div><div> </div><div>BSC measurement inter laboratory gave inconsistent results for tissue mimicking phantom. Attenuation and diffraction compensation is difficult. </div><div> </div><h1 data-label="236876" class="ltx_title_section">Relationship between Gated Power Spectrum and Tissue Microstructure</h1>