Identifying ultrasonic scattering sites from three-dimensional impedance maps.
Ultrasonic backscattered signals contain frequency-dependent information that is usually discarded to produce conventional B-mode images. It is hypothesized that parametrization of the quantitative ultrasound frequency-dependent information (i.e., estimating scatterer size and acoustic concentration) may be related to discrete scattering anatomic structures in tissues. Thus, an estimation technique is proposed to extract scatterer size and acoustic concentration from the power spectrum derived from a three-dimensional impedance map (3DZM) of a tissue volume. The 3DZM can be viewed as a computational phantom and is produced from a 3D histologic data set. The 3D histologic data set is constructed from tissue sections that have been appropriately stained to highlight specific tissue features. These tissue features are assigned acoustic impedance values to yield a 3DZM. From the power spectrum, scatterer size and acoustic concentration estimates were obtained by optimization. The 3DZM technique was validated by simulations that showed relative errors of less than 3% for all estimated parameters. Estimates using the 3DZM technique were obtained and compared against published ultrasonically derived estimates for two mammary tumors, a rat fibroadenoma and a 4T1 mouse mammary carcinoma. For both tumors, the relative difference between ultrasonic and 3DZM estimates was less than 10% for the average scatterer size.
Mamou
Jonathan
J
Bioacoustics Research Laboratory, Department of Electrical and Computer Engineering, University of Illinois, Urbana, Illinois 61801, USA.
Oelze
Michael L
ML
O'Brien
William D
WD
Zachary
James F
JF
D000162:Acoustics / Q000295:instrumentation; D000818:Animals; D002277:Carcinoma / Q000000981:diagnostic imaging; D005240:Feasibility Studies; D005260:Female; D018226:Fibroadenoma / Q000000981:diagnostic imaging; D015674:Mammary Neoplasms, Animal / Q000000981:diagnostic imaging; D008962:Models, Theoretical; D051381:Rats; D014465:Ultrasonics; D014463:Ultrasonography