2.1 Study design and participants
In this cross-sectional study, we reviewed the medical records of the Zhejiang Provincial People’s Hospital in Zhejiang, China and identified 586 adults (>18 years old) with a diagnosis of CKD who had underwent CABP measurements between January 2017 and May 2019. CKD is defined as abnormalities of kidney structure or function, present for > 3 months, with implications for health. Patients with a history of general or local vasospasm (such as that following hypothermia in cardiopulmonary bypass surgery, or of Raynaud’s phenomenon), aortic stenosis (gradient > 60 mmHg), or a SphygmoCor system operation index ≤ 80 were excluded from the study. Finally, 289 patients were eligible for analysis.
This study was approved by the Medical Ethics Committee of Zhejiang Provincial People’s Hospital, and was conducted in accordance with the Declaration of Helsinki (as revised in Brazil 2013). Written informed consent was obtained from each participant prior to inclusion.
2.2 Data collection
Demographic data such as age, gender, weight, height, history of smoking and drinking, duration of diabetes and hypertension, previous medical history, and current antihypertensive medication usage were collected. Whole blood samples (5–10 mL) were collected from each participant after 12–14 h of fasting to perform comprehensive blood analyses including albumin, glucose, blood urea nitrogen, creatinine, estimated glomerular filtration rate (eGFR), uric acid, potassium, sodium, calcium, magnesium, phosphate, total cholesterol, triglyceride, low-density lipoprotein cholesterol, haemoglobin, and platelet count. Regarding physical examination, the heart rate, BABP, height, and weight were measured by two clinicians in a quiet environment.
The eGFR was estimated according to the modified Modification of Diet in Renal Disease (MDRD) formula:
eGFR (mL/min/1.73m2) = 175×Scr-1.234×Age-0.179 (×0.79, if female)
in which Scr is the serum creatinine.[12] The body mass index (BMI) was calculated by dividing the body weight (in kilograms) by the square of the height (in meters).
2.3 Echocardiography
All echocardiographic examinations were performed by trained ultrasound physicians, in accordance with the American Society of Echocardiography guidelines.[13] The left ventricular mass (LVM) was calculated using the formula:
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)
2.4 Blood pressure measurement
2.4.1 CABP measurement
CABP measurements were obtained in the supine position after 10 minutes of rest, using the SphygmoCor® CvMS (AtCor, Australia, 2013) device and software. The Sphygmocor® operates through a tonometer placed on the right radial artery and is calibrated by standard cuff blood pressure. The Sphygmocor® CvMS CABP analysis option provides a derived ascending aorta waveform and a series of central artery indexes. The generalized transfer function of the SphygmoCor® software was used to estimate the CABP profile. Central systolic blood pressure (CSBP), central diastolic blood pressure (CDBP), central pulse pressure (CPP), augmentation pressure (AP), pulse wave velocity (PWV), augmentation index (AIx) and augmentation index adjusted for 75 beats per minute of heart rate (AIx@75) were registered for analysis. To ensure consistency between measurements, recordings were discarded if the operator index was < 80%.
2.4.2 BABP measurements
BABP, including brachial systolic and diastolic blood pressure (BSBP and BDBP, respectively) was measured using the standardized American Heart Association protocol. Trained staff obtained three manual readings in the seated position after at least 10 minutes of rest.
2.5 Statistical analysis
We categorized patients into two groups according to the presence or absence of LVH and investigated the association of CABP and BABP with LVH. Summary statistics for normally distributed quantitative variables were expressed as means and standard deviations. For non-normally distributed variables, we used median and interquartile ranges; categorical data were summarized by ratios and percentages. Differences between the LVH and control groups regarding continuous variables with normal distribution were compared using the independent Student’s t-test, while abnormally distributed continuous variables were compared using the Mann–Whitney unpaired test. Differences between groups were tested by chi-square statistics for proportions. Participants were categorized in quartiles according to blood pressure measurements, setting the first quartile as the reference group. The analysis of variance (ANOVA) or chi-squared tests were used to compare the covariates of CABP quartiles. Correlations between continuous variables were assessed using the Spearman correlation coefficient. Multivariate logistic regression analysis was used to identify predictors of LVH and their corresponding odds ratio (OR) and 95% confidence intervals (95% CI). Receiver operating characteristic (ROC) curves were used to evaluate the accuracy of CABP and BABP to predict LVH. Statistical significance was defined as P < 0.05 for all tests; all P-values were two-sided. Statistical analyses were performed using the Statistical Package for the Social Sciences (IBM Corp, Released 2016, IBM SPSS Statistics for Windows, version 24.0, Armonk, NY: IBM Corp, USA) , Prism® (version 8.0, GraphPad, San Diego, CA, USA) and MedCalc (version 19.1, MedCalc Software, Ostend, Belgium).