2002
DOI: 10.1016/s0041-624x(02)00175-0
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The dependence of ultrasound contrast agents backscatter on acoustic pressure: theory versus experiment

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Cited by 38 publications
(23 citation statements)
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“…If linear proportionality between changes in the MI and changes in TIC amplitude values can be assumed, then simply normalizing the TIC with the applied MI will remove the variations. However, it is well known that bubble behaviour, including both scattering and attenuation, is nonlinear with respect to the ultrasound pressure and hence the MI [25][26][27]. In order to study the changes in the TICs caused by changes in the MI, a detailed examination of the relationship between bubble behaviour and the driving ultrasound pressure is required.…”
Section: Output Power (Mechanical Index)mentioning
confidence: 99%
“…If linear proportionality between changes in the MI and changes in TIC amplitude values can be assumed, then simply normalizing the TIC with the applied MI will remove the variations. However, it is well known that bubble behaviour, including both scattering and attenuation, is nonlinear with respect to the ultrasound pressure and hence the MI [25][26][27]. In order to study the changes in the TICs caused by changes in the MI, a detailed examination of the relationship between bubble behaviour and the driving ultrasound pressure is required.…”
Section: Output Power (Mechanical Index)mentioning
confidence: 99%
“…When the applied acoustic pressure is higher than the threshold, the gas escapes from the shell and forms free gas bubbles. These gas bubbles produce distinct echo signals, which can be used to detect the contrast agent (Bouakaz et al 2005;Frinking et al 2001;Sboros et al 2002).…”
Section: Introductionmentioning
confidence: 99%
“…The strength and duration of microbubble volumetric oscillations is likely to depend upon properties of the transmit pulse, such as the number of cycles, transmit pressure and frequency, as well as properties of individual bubbles including the bubble's size [30], [31], [32], its location in the field of view [33], its proximity to neighboring objects or bubbles [34], [35], and its shell composition [36], [37]. However, while the spatially variant changes in PSF can be predicted and addressed, the unpredictable, stochastic behaviour of a polydispersed population of bubbles, each with a unique shell composition, makes it challenging to predict both their linear and non-linear signal response.…”
mentioning
confidence: 99%