Multi-frequency partition excitation method for phase-controlled ultrasonic transducer based on random distribution of 82 array elements
An ultrasonic transducer, randomly distributed technology, applied in ultrasonic/sonic/infrasonic diagnosis, ultrasonic/sonic/infrasonic Permian technology, structure of ultrasonic/sonic/infrasonic diagnostic equipment, etc., can solve the failure to achieve the goal Problems such as focal temperature, treatment failure, and no lethal target tissue treatment effect
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Embodiment 1
[0077] S1: Divide each array element into different excitation areas according to the three-dimensional space coordinate position of the array element, Figure 4 It is a schematic diagram of different partitions of the transducer.
[0078] S2: Under the condition that the excitation area of each partition is equal, sine waves of different operating frequencies are applied to the array elements of different partitions, and the frequency range is controlled between 0.7-0.8MHz, and the frequency difference between adjacent intervals is gradually reduced by dichotomy.
[0079] S3: In the numerical simulation model under the craniotomy state, the 82-element transducer is excited in zones 2-5, and the excitation signal is formula (1) Numerical simulation of the number of frequency divisions and the frequency difference between adjacent intervals changes the focal temperature (the input sound power and the irradiation time are constant), the required input power and the treatable ...
Embodiment 2
[0103] The multi-frequency partition excitation method based on the 82-element randomly distributed phased array ultrasonic transducer is the same as that of Example 1 to implement steps S1-S3. The implementation steps of the multi-frequency partition excitation method in the transcranial state are as follows:
[0104] S4: Based on the number of frequency divisions obtained in the craniotomy model when the focusing effect is optimal, the 82-element phased transducer in the transcranial model is excited in two divisions, and the excitation signal is formula (2) Numerically simulate the changes in focal region temperature, volume, required input power and treatment time when the frequency difference between adjacent intervals changes, and determine the frequency combination for optimal focusing performance. figure 2It is a numerical simulation model diagram of a phased array ultrasonic transducer with 82 array elements randomly distributed in the transcranial state, which is c...
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