20240046467. Method and system for evaluating ultrasound data for the purpose of ultrasound attenuation estimation in a medium simplified abstract (SUPERSONIC IMAGINE)

From WikiPatents
Jump to navigation Jump to search

Method and system for evaluating ultrasound data for the purpose of ultrasound attenuation estimation in a medium

Organization Name

SUPERSONIC IMAGINE

Inventor(s)

William Lambert of Marseille (FR)

Natalia Ilyina of Aix-en-Provence (FR)

Bo Zhang of Simiane-Collongue (FR)

Method and system for evaluating ultrasound data for the purpose of ultrasound attenuation estimation in a medium - A simplified explanation of the abstract

This abstract first appeared for US patent application 20240046467 titled 'Method and system for evaluating ultrasound data for the purpose of ultrasound attenuation estimation in a medium

Simplified Explanation

The abstract of this patent application describes a method for evaluating ultrasound data in order to estimate ultrasound attenuation in a medium. The method involves receiving ultrasound spatio-temporal signal data from the medium in response to ultrasound waves emitted into the medium. A subset of the signal data is then beamformed to obtain beamformed ultrasound data. A focusing quality criterion is determined from the first subset of data, and the second subset of data is evaluated as a function of the focusing quality criterion of the first subset.

  • The method involves evaluating ultrasound data to estimate ultrasound attenuation in a medium.
  • Ultrasound spatio-temporal signal data is received from the medium in response to ultrasound waves.
  • A subset of the signal data is beamformed to obtain beamformed ultrasound data.
  • A focusing quality criterion is determined from the first subset of data.
  • The second subset of data is evaluated based on the focusing quality criterion of the first subset.

Potential applications of this technology:

  • Medical imaging: This method can be used in ultrasound imaging to estimate ultrasound attenuation in different tissues or organs, providing valuable information for medical diagnosis.
  • Non-destructive testing: The method can be applied in various industries, such as manufacturing or structural engineering, to evaluate the properties of materials or structures using ultrasound attenuation estimation.

Problems solved by this technology:

  • Accurate estimation of ultrasound attenuation: The method provides a way to evaluate ultrasound data and estimate attenuation in a medium, which can be useful in various applications where understanding the properties of the medium is important.
  • Improved focusing quality: By determining a focusing quality criterion and evaluating the data based on it, the method can help improve the quality of ultrasound imaging or testing by ensuring better focus and clarity.

Benefits of this technology:

  • Enhanced medical diagnosis: Accurate estimation of ultrasound attenuation can provide valuable information for medical professionals, leading to improved diagnosis and treatment planning.
  • Improved quality control: In industries where non-destructive testing is crucial, this method can help ensure the quality and integrity of materials or structures, leading to improved safety and reliability.
  • Time and cost savings: By providing a more efficient and accurate method for evaluating ultrasound data, this technology can potentially save time and resources in various applications.


Original Abstract Submitted

a method of evaluating ultrasound data for the purpose of ultrasound attenuation estimation in a medium, the medium being associated with ultrasound spatio-temporal signal data received from the medium in response to at least one ultrasound plane and/or diverging wave emitted into the medium, the method including beamforming a first subset of ultrasound spatio-temporal signal data to obtain a second subset of beamformed ultrasound data, determining a focusing quality criterion from the first subset, and evaluating the second subset as a function of the focusing quality criterion of the first subset.