Multi-Gaussian Model for Estimating Stiffness Surrogate using Arterial Diameter Waveform

Rahul Manoj, V. RajKiran, P. Nabeel, M. Sivaprakasam, J. Joseph
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Abstract

Central Arteries’ elastic nature plays a fundamental role in maintaining cardiovascular health. Timely assessment of arterial stiffness helps in cardiovascular risk stratification. Various technological and methodological approaches exist to estimate arterial stiffness, through direct measurement of stiffness markers or surrogates. This work highlights a potential surrogate for arterial stiffness, based on the early onset of reflection waves. The significance comes with using low frame rate A-mode ultrasound scans for processing arterial diameter, modelled as a sum of three Gaussians. The novelty lies in the Gaussian modelled reflection onset time $\left( {\tau _R^{GM}} \right)$, derived using the model parameters, a potential surrogate for early reflections and arterial stiffness. An observational cross-sectional study group of 34 subjects were recruited to validate this hypothesis. A statistically significant (p < 0.0001) correlation was obtained for $\tau _R^{GM}$ against known stiffness markers. An R > 0.85 was obtained against Elastic modulus, specific stiffness index, and Pulse wave velocity. There exists an inverse correlation between the $\tau _R^{GM}$ and popular stiffness markers. A statistically significant (p < 0.0001) correlation was obtained for $\tau _R^{GM}$ against age, with R = 0.56. The early reflections were reliably detected by the $\tau _R^{GM}$ and the evidenced strong correlation with stiffness markers make it a potential surrogate for arterial stiffness assessment. The advantage being that it can be obtained from a single pulse waveform like diameter.
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利用动脉直径波形估计刚度代理的多高斯模型
中央动脉的弹性在维持心血管健康中起着重要作用。及时评估动脉僵硬度有助于心血管风险分层。通过直接测量硬度标记物或替代物,存在各种技术和方法方法来估计动脉硬度。这项工作强调了一种潜在的替代动脉僵硬,基于反射波的早期发作。这项研究的意义在于使用低帧率的a型超声扫描来处理动脉直径,并将其建模为三个高斯函数的和。新颖之处在于高斯建模的反射开始时间$\left( {\tau _R^{GM}} \right)$,该时间使用模型参数推导而来,这是早期反射和动脉刚度的潜在替代品。一个由34名受试者组成的观察性横断面研究组被招募来验证这一假设。$\tau _R^{GM}$与已知刚度指标的相关性具有统计学意义(p < 0.0001)。弹性模量、比刚度指数和脉冲波速的R > 0.85。$\tau _R^{GM}$与常用刚度指标之间存在负相关关系。$\tau _R^{GM}$与年龄的相关性有统计学意义(p < 0.0001), R = 0.56。通过$\tau _R^{GM}$可靠地检测到早期反射,并且与硬度标记物的强相关性使其成为动脉硬度评估的潜在替代品。其优点是它可以像直径一样从单个脉冲波形中获得。
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