Ultrasonic CT image reconstruction method based on Fermat principle and system thereof
A principle, ultrasonic technology, applied in ultrasonic/sonic/infrasound image/data processing, ultrasonic/sonic/infrasonic Permian technology, image data processing, etc., can solve problems such as limited bandwidth
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Embodiment 1
[0118] Taking the phantom as the object to be measured, the sound velocity reconstruction method based on the Fermat principle in the present invention is to properly process the transmission data collected by the ultrasonic CT system, and finally reconstruct the ultrasonic sound velocity image; the specific processing steps include the extraction of transit time , the preparation for the start of the iteration, the calculation of the fat ray path during the iteration, the solution of the inverse problem, the judgment of whether the iteration is terminated, and the display of the further sound velocity image.
[0119] The present invention collects data using a circular array probe, and utilizes a single-shot full-connect mode, that is, one array element transmits, all array elements receive, and all array elements are sequentially transmitted. Assuming that there are T array elements, T 2 data records. The transmitted wave is mainly received by the array element opposite to t...
Embodiment 2
[0135] The attenuation coefficient can be reconstructed based on the processing principle and processing steps similar to those for reconstructing the sound velocity in Embodiment 1.
[0136] Taking the same circular array probe as an example, firstly, using the single-shot all-connect mode, the T 2 Energy parameter data records. The transmitted wave is mainly received by the array element opposite to the position of the emitting array element, so the present invention adopts the array element within the range of 180 degrees opposite to the emitting array element (that is, within ±90 degrees directly opposite the emitting array element, within a total range of 180 degrees, and a total of T / 2 array elements) to reconstruct the attenuation coefficient from the received energy parameter data, that is, from T 2 Select T×T / 2 pieces of energy parameter data from the data records to obtain the column vector P of the energy parameter, and the total number of rows of P satisfies (T×T...
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