Abstract:In our previous study, the viscoelasticity of the radial artery wall was estimated to diagnose endothelial dysfunction using a high-frequency (22 MHz) ultrasound device. In the present study, we employed a commercial ultrasound device (7.5 MHz) and estimated the viscoelasticity using arterial pressure and diameter, both of which were measured at the same position. In a phantom experiment, the proposed method successfully estimated the elasticity and viscosity of the phantom with errors of 1.8 and 30.3%, respec… Show more
“…A harmonic analysis was performed, and dynamic elastic moduli (E d ) were obtained for different frequencies. Sakai et al [29] measured the changes in luminal diameter and pressure simultaneously using B-mode US and tonometry for a silicone phantom and human radial artery. They estimated the transient change in viscoelasticity during a flowmediated dilation.…”
Section: Experimental Measurement Of Arterial Wall Viscoelasticitymentioning
confidence: 99%
“…Although a highresolution (spatial accuracy of less than 1 μm) US measurement technique using the phased tracking method has been developed [28], its clinical application has not yet been fully established. Tonometry has been frequently used in previous in vivo experiments [26][27][28][29][30] for local pressure measurement, but arterial wall compression can affect the intramural pressure, wall motion, and smooth muscle activity [26]. Another limitation is related to the theory of using a thin-walled tube to compute the wall elasticity.…”
Section: Experimental Measurement Of Arterial Wall Viscoelasticitymentioning
Arteries, which carry blood from the heart to the peripheral tissues, are continuously stressed by pressure pulsation. Pathological changes in arterial walls could cause high-risk cardiovascular diseases, such as heart attack and stroke. Once established, vascular diseases progress by the continual remodeling of the arterial wall, which includes changes in the composition and function of the wall tissues. An arterial wall has both elastic and viscous characteristics, and pathological and degenerative changes in the wall tissue affect the viscoelastic behavior of the artery wall. The arterial viscoelasticity may provide useful information regarding the development and progression of arterial diseases. However, only the wall stiffness has been considered as a clinical diagnostic index for atherosclerosis. Only a few studies have assessed the viscoelasticity of an intact artery, and further studies are necessary to employ the wall viscoelasticity as a physical marker for diagnosing vascular diseases. Accordingly, this study focuses on arterial wall viscosity assessment and its possible clinical applications. In vitro and in vivo tissue viscoelasticity measurement techniques are reviewed, and constitutive models used to assess viscoelastic artery wall behaviors are summarized. Because wall viscoelasticity depends on the tissue composition and function, pathological changes in the arterial wall during atherosclerosis and the contribution of vascular cells to viscoelasticity are discussed. Finally, the recent progress in clinical tools for measuring arterial viscoelasticity is reviewed.
“…A harmonic analysis was performed, and dynamic elastic moduli (E d ) were obtained for different frequencies. Sakai et al [29] measured the changes in luminal diameter and pressure simultaneously using B-mode US and tonometry for a silicone phantom and human radial artery. They estimated the transient change in viscoelasticity during a flowmediated dilation.…”
Section: Experimental Measurement Of Arterial Wall Viscoelasticitymentioning
confidence: 99%
“…Although a highresolution (spatial accuracy of less than 1 μm) US measurement technique using the phased tracking method has been developed [28], its clinical application has not yet been fully established. Tonometry has been frequently used in previous in vivo experiments [26][27][28][29][30] for local pressure measurement, but arterial wall compression can affect the intramural pressure, wall motion, and smooth muscle activity [26]. Another limitation is related to the theory of using a thin-walled tube to compute the wall elasticity.…”
Section: Experimental Measurement Of Arterial Wall Viscoelasticitymentioning
Arteries, which carry blood from the heart to the peripheral tissues, are continuously stressed by pressure pulsation. Pathological changes in arterial walls could cause high-risk cardiovascular diseases, such as heart attack and stroke. Once established, vascular diseases progress by the continual remodeling of the arterial wall, which includes changes in the composition and function of the wall tissues. An arterial wall has both elastic and viscous characteristics, and pathological and degenerative changes in the wall tissue affect the viscoelastic behavior of the artery wall. The arterial viscoelasticity may provide useful information regarding the development and progression of arterial diseases. However, only the wall stiffness has been considered as a clinical diagnostic index for atherosclerosis. Only a few studies have assessed the viscoelasticity of an intact artery, and further studies are necessary to employ the wall viscoelasticity as a physical marker for diagnosing vascular diseases. Accordingly, this study focuses on arterial wall viscosity assessment and its possible clinical applications. In vitro and in vivo tissue viscoelasticity measurement techniques are reviewed, and constitutive models used to assess viscoelastic artery wall behaviors are summarized. Because wall viscoelasticity depends on the tissue composition and function, pathological changes in the arterial wall during atherosclerosis and the contribution of vascular cells to viscoelasticity are discussed. Finally, the recent progress in clinical tools for measuring arterial viscoelasticity is reviewed.
“…Sakai et al proposed a method for measuring the blood pressure waveform and the strain of the vessel wall at the same position by a correction determined from the delay between the pressure waveforms measured by two pressure sensors, where the ultrasound probe for the strain measurement was placed at the center of the two pressure sensors. 26,27) However, it was difficult to accurately determine the delay between the two pressure waveforms because it depends on the instantaneous pressure of the pressure waveforms.…”
For the early diagnosis of atherosclerosis, our group developed an ultrasound probe that can simultaneously measure blood pressure and vessel diameter at the same position. However, since the developed probe requires the vessel to be deformed by the pushing to measure the blood pressure, it affects the estimation of the elastic modulus. In the present study, we derived a series of equations to estimate the elastic modulus considering the pushing pressure applied by the ultrasound probe and the resultant deformation of the blood vessel. The validity of the proposed method was verified by numerical calculations, and then it was applied to in vivo measurements. The proposed method reduced the variations in the elastic modulus estimates with the different pushing pressures compared with the conventional method.
“…It uses the ultrasound echo to observe how much the blood vessels dilate after avascularization induced by compression of the arm with a cuff. [21][22][23] Unfortunately, if a patient has undergone shunt surgery for dialysis or lymph node dissection for breast cancer, this test cannot be performed. Owing to this background, there is a need for technology that can diagnose arteriosclerosis early and safely.…”
In the early stage of atherosclerosis, the luminal surface of the arterial wall becomes rough. Methods for distinguishing between the reflected and backscattered components in the ultrasonic echo from the arterial wall has the potential to be used as a method for assessment of the roughness of the arterial wall. In this study, we proposed a method to distinguish between the reflected and backscattered components using a technique based on plane wave compounding. This method was evaluated by experiments using planar phantoms with rough surfaces made of polyurethane rubber. The coefficient of variation calculated from the mean value of the reflection component and the standard deviation of the backscattering component was proportional to the roughness of the rubber phantom. This result shows the potential usefulness of this method for analyzing surface roughness of the arterial wall.
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