Philippe Haouzi, Sairam Raghavan, Jonathan McCully
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These prediction equations are currently expressed in a rather complex form: <sub>pred</sub>V = <strong>exp [p+ (a x Ln (height) + (n x Ln (age)) + spline]</strong> and LLN = <strong>exp(Ln (</strong><sub><strong>pred</strong></sub><strong>V) + Ln (1 – 1.645 x S x CV)/S)</strong>; and are currently used to generate interpretations in commercialized spinographic system. However, as shown in this paper, these equations contain physiological and fundamental allometric information on lung volumes that become obvious when rewriting mean predicted values as a “simple” power function of height and LLN as a percentage of the mean predicted values<em>.</em> We therefore propose to present the equations of prediction obtained from the GLI data using simplified expressions in adults (18–95 years old) to reveal some of their physiological and allometric meaning. Indeed, when predicted FEV1 and FVC (<sub>pred</sub>V) were expressed under the form <sub><strong>pred</strong></sub><strong>V= αx height</strong><sup><strong>a</strong></sup> <strong>x b(age),</strong> the resulting exponent (a) ranges between 2 and 3, transforming the one dimension of a length (size) into a <em>volume</em>, akin to the third-order power (cubic) function of height historically used to predict lung volumes. Only one function, b (age), is necessary to replace all the factors related to age, including the tables of discrete data of spline functions original equations. Similarly, LLN can be expressed as <strong>LLN = c (age) x</strong> <sub><strong>pred</strong></sub><strong>V</strong> to become a simple percentage of the predicted values, as a function of age. The equations with their respective new polynomial functions were validated in 52,764 consecutive spirometry tests performed in 2022 in 22,612 men and 30,152 women at the Cleveland Clinic. Using these equations, it become obvious that for both women and men, FEV1/FVC ratio decreases with the size as the exponent of the power function of height is lower for FEV1 than FVC. We conclude that rewriting the GLI predicted equations with simpler formulations restitutes to the GLI data some of their original allometric meaning, without altering the accuracy of their prediction.</p></div>","PeriodicalId":1,"journal":{"name":"Accounts of Chemical Research","volume":null,"pages":null},"PeriodicalIF":16.4000,"publicationDate":"2024-03-01","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":"0","resultStr":"{\"title\":\"Using the gli spirographic prediction equations to revisit the allometric relationships between lung volumes, height and age in adults\",\"authors\":\"Philippe Haouzi, Sairam Raghavan, Jonathan McCully\",\"doi\":\"10.1016/j.resp.2024.104243\",\"DOIUrl\":null,\"url\":null,\"abstract\":\"<div><p>The determination the forced vital capacity (FVC) and the forced expiratory volume in 1 second (FEV1) during spirometry studies, is at the core of the evaluation of the pulmonary function of patients with respiratory diseases. The Global Lung Function Initiative (GLI) offers the most extensive data set of normal lung functions available, which is currently used to determine the average expected/predicted FEV1 and FVC (<sub>pred</sub>V), and their lower limit of normal (LLN, 5th percentile) at any given height and age for women and men. These prediction equations are currently expressed in a rather complex form: <sub>pred</sub>V = <strong>exp [p+ (a x Ln (height) + (n x Ln (age)) + spline]</strong> and LLN = <strong>exp(Ln (</strong><sub><strong>pred</strong></sub><strong>V) + Ln (1 – 1.645 x S x CV)/S)</strong>; and are currently used to generate interpretations in commercialized spinographic system. 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引用次数: 0
摘要
在肺活量测定研究中,测定一秒钟内的用力肺活量(FVC)和用力呼气容积(FEV1)是评估呼吸系统疾病患者肺功能的核心。全球肺功能倡议(GLI)提供了最广泛的正常肺功能数据集,目前用于确定任何特定身高和年龄的女性和男性的平均预期/预测 FEV1 和 FVC(predV)及其正常值下限(LLN,第 5 百分位数)。这些预测方程目前以相当复杂的形式表示:predV = exp [p+ (a x Ln (身高) + (n x Ln (年龄)) + spline] 和 LLN = exp(Ln (predV) + Ln (1 - 1.645 x S x CV)/S);目前用于生成商业化旋光成像系统的解释。然而,正如本文所示,这些方程包含肺容量的生理和基本计量信息,当将平均预测值改写为身高的 "简单 "幂函数和 LLN 占平均预测值的百分比时,这些信息就会变得显而易见。因此,我们建议使用成人(18 - 95 岁)的简化表达式来呈现从 GLI 数据中获得的预测方程,以揭示其中的一些生理学和计量经济学意义。事实上,当预测的 FEV1 和 FVC(predV)用 predV= αx heightax b(年龄)的形式表示时,所得到的指数(a)介于 2 和 3 之间,将长度(尺寸)的一个维度转化为体积,类似于历史上用于预测肺活量的身高三阶幂(立方)函数。只需要一个函数 b(年龄)就可以替代所有与年龄有关的因素,包括离散数据表的样条函数原始方程。同样,LLN 可以表示为 LLN = c(年龄)xpredV,成为预测值的一个简单百分比,作为年龄的函数。克利夫兰诊所在 2022 年对 22612 名男性和 30152 名女性连续进行了 52764 次肺活量测试,验证了带有各自新多项式函数的方程。使用这些公式可以明显看出,无论男女,FEV1/FVC 比值都会随着体型的增大而降低,因为身高幂函数的指数对 FEV1 的影响低于对 FVC 的影响。我们的结论是,用更简单的公式重写 GLI 预测方程,可以在不改变其预测准确性的情况下,为 GLI 数据重新赋予一些原有的计量学意义。
Using the gli spirographic prediction equations to revisit the allometric relationships between lung volumes, height and age in adults
The determination the forced vital capacity (FVC) and the forced expiratory volume in 1 second (FEV1) during spirometry studies, is at the core of the evaluation of the pulmonary function of patients with respiratory diseases. The Global Lung Function Initiative (GLI) offers the most extensive data set of normal lung functions available, which is currently used to determine the average expected/predicted FEV1 and FVC (predV), and their lower limit of normal (LLN, 5th percentile) at any given height and age for women and men. These prediction equations are currently expressed in a rather complex form: predV = exp [p+ (a x Ln (height) + (n x Ln (age)) + spline] and LLN = exp(Ln (predV) + Ln (1 – 1.645 x S x CV)/S); and are currently used to generate interpretations in commercialized spinographic system. However, as shown in this paper, these equations contain physiological and fundamental allometric information on lung volumes that become obvious when rewriting mean predicted values as a “simple” power function of height and LLN as a percentage of the mean predicted values. We therefore propose to present the equations of prediction obtained from the GLI data using simplified expressions in adults (18–95 years old) to reveal some of their physiological and allometric meaning. Indeed, when predicted FEV1 and FVC (predV) were expressed under the form predV= αx heightax b(age), the resulting exponent (a) ranges between 2 and 3, transforming the one dimension of a length (size) into a volume, akin to the third-order power (cubic) function of height historically used to predict lung volumes. Only one function, b (age), is necessary to replace all the factors related to age, including the tables of discrete data of spline functions original equations. Similarly, LLN can be expressed as LLN = c (age) xpredV to become a simple percentage of the predicted values, as a function of age. The equations with their respective new polynomial functions were validated in 52,764 consecutive spirometry tests performed in 2022 in 22,612 men and 30,152 women at the Cleveland Clinic. Using these equations, it become obvious that for both women and men, FEV1/FVC ratio decreases with the size as the exponent of the power function of height is lower for FEV1 than FVC. We conclude that rewriting the GLI predicted equations with simpler formulations restitutes to the GLI data some of their original allometric meaning, without altering the accuracy of their prediction.
期刊介绍:
Accounts of Chemical Research presents short, concise and critical articles offering easy-to-read overviews of basic research and applications in all areas of chemistry and biochemistry. These short reviews focus on research from the author’s own laboratory and are designed to teach the reader about a research project. In addition, Accounts of Chemical Research publishes commentaries that give an informed opinion on a current research problem. Special Issues online are devoted to a single topic of unusual activity and significance.
Accounts of Chemical Research replaces the traditional article abstract with an article "Conspectus." These entries synopsize the research affording the reader a closer look at the content and significance of an article. Through this provision of a more detailed description of the article contents, the Conspectus enhances the article's discoverability by search engines and the exposure for the research.