Song Jing, Wang Changqiong, Pombo-Rodrigues Sonia, MacGregor Graham A, Campbell Norm R C, He Feng J
Centre for Public Health & Policy, Wolfson Institute of Population Health, Barts and The London School of Medicine & Dentistry, Queen Mary University of London, London, United Kingdom.
Libin Cardiovascular Institute of Alberta.
J Hypertens. 2025 Apr 1;43(4):681-689. doi: 10.1097/HJH.0000000000003959. Epub 2025 Jan 9.
To test the hypothesis that the association of formula-estimated sodium intake from spot urine with cardiovascular disease is independent of spot urinary sodium concentration.
We included 435 336 participants in the UK Biobank whose sodium intake was estimated from spot urine using INTERSALT, Kawasaki, and Tanaka formulas. Hazard ratios for cardiovascular disease (CVD) events and deaths were estimated using Cox proportional-hazard model adjusted for multiple covariates. Penalized Cox regression was used to assess nonlinear relations. Hazard ratios were recalculated after replacement of the sodium concentration term with sex-specific mean values (women: 67.5 mmol/l; men: 89.8 mmol/l) to assess how other components of the formulas influenced these associations.
Forty-four thousand two hundred and sixty-eight CVD events and 3251 CVD deaths occurred during a median follow-up of 12 years. The mean estimated sodium intake was 143 (SD = 35), 178 (52), and 147 (33) mmol/day based on INTERSALT, Kawasaki, and Tanaka formulas, respectively. For CVD incidence, linear inverse associations were observed for INTERSALT and Tanaka estimates [hazard ratios (95% CIs) for every 50 mmol increase in estimated sodium intake: 0.9 (0.83-0.97) and 0.93 (0.89- 0.97); P -linear = 0.0047 and 0.0021], and a U-shaped association for the Kawasaki estimates ( P -nonlinear = 0.0026). When the sodium concentration term was fixed, inverse associations were seen for all formulas [0.86 (0.77-0.95), 0.96 (0.93-0.99) and 0.94 (0.89-0.99) for INTERSALT, Kawasaki, and Tanaka; P linear = 0.0054, 0.0166 and 0.0188]. For CVD mortality, no association was observed, but a nonlinear association was identified for the INTERSALT equation ( P -nonlinear = 0.0287) after fixing the sodium concentration.
These formula-estimated sodium intakes were associated with CVD incidence and mortality independently of spot urinary sodium concentration. We recommend these formulas not be used in studies associating sodium intake with CVD outcomes to avoid generating misleading evidence.
检验以下假设,即通过即时尿样估算的钠摄入量与心血管疾病之间的关联独立于即时尿钠浓度。
我们纳入了英国生物银行中的435336名参与者,使用国际盐摄入研究(INTERSALT)公式、川崎公式和田中公式根据即时尿样估算他们的钠摄入量。使用针对多个协变量进行调整的Cox比例风险模型估算心血管疾病(CVD)事件和死亡的风险比。采用惩罚Cox回归评估非线性关系。在用性别特异性均值(女性:67.5 mmol/L;男性:89.8 mmol/L)替代钠浓度项后重新计算风险比,以评估公式的其他组成部分如何影响这些关联。
在中位随访12年期间,发生了44268例CVD事件和3251例CVD死亡。根据INTERSALT公式、川崎公式和田中公式估算的钠摄入量均值分别为143(标准差 = 35)、178(52)和147(33)mmol/天。对于CVD发病率,观察到INTERSALT公式和田中公式估算值呈线性负相关[估算钠摄入量每增加50 mmol的风险比(95%置信区间):0.9(0.83 - 0.97)和0.93(0.89 - 0.97);线性P值 = 0.0047和0.0021],而川崎公式估算值呈U形关联(非线性P值 = 0.0026)。当钠浓度项固定时,所有公式均呈现负相关[INTERSALT公式、川崎公式和田中公式分别为0.86(0.77 - 0.95)、0.96(0.93 - 0.99)和0.94(0.89 - 0.99);线性P值 = 0.0054、0.0166和0.0188]。对于CVD死亡率,未观察到关联,但在固定钠浓度后,发现INTERSALT公式存在非线性关联(非线性P值 = 0.0287)。
这些通过公式估算的钠摄入量与CVD发病率和死亡率相关,且独立于即时尿钠浓度。我们建议在将钠摄入量与CVD结局相关联的研究中不要使用这些公式,以免产生误导性证据。