French Agency for Food, Environmental and Occupational Health & Safety (ANSES), Risk Assessment Department, 14 rue Pierre et Marie Curie, F-94701 Maisons-Alfort Cedex, France.
French Agency for Food, Environmental and Occupational Health & Safety (ANSES), Risk Assessment Department, 14 rue Pierre et Marie Curie, F-94701 Maisons-Alfort Cedex, France.
Toxicol Lett. 2021 Apr 1;340:43-51. doi: 10.1016/j.toxlet.2020.12.021. Epub 2021 Jan 10.
In France, part of the population is overexposed to cadmium by the diet. In our work, we first revised the tolerable daily intake (TDI) of 0.36 μg Cd.kg bw.d. proposed by the European Food Safety Authority (EFSA), derived from effects on kidneys and based on the critical urinary Cd concentration of 1.0 μg Cd.g creatinine for humans. After reviewing the epidemiological data on Cd toxicity published after 2011, bone effects were selected as the critical effects. Body burden data of 0.5 μg.g creatinine was chosen for the critical threshold for human urinary cadmium concentrations. To be used for the derivation of the new oral toxicological reference value, we used a modified physiologically based pharmacokinetic model (PBPK). The reverse calculation on the PBPK model gave a TDI of 0.35 μg Cd.kg bw.day. This TDI is compatible with a urinary Cd concentrations not exceeding 0.5 μg Cd.g creatinine, in a 60 year-old adult, assuming that ingestion is the only source of exposure to Cd at 60 years. After implementing the PBPK model with French physiological data, Cd biological reference values as a function of age were modelled so as to remain below the revised health-based guidance values.
在法国,部分人群因饮食而摄入过量的镉。在我们的工作中,我们首先修订了欧洲食品安全局(EFSA)提出的可耐受日摄入量(TDI)0.36μg Cd.kg bw.d,该值是基于对肾脏的影响,并以人类 1.0μg Cd.g 肌酐的临界尿镉浓度为基础。在审查了 2011 年后发表的有关镉毒性的流行病学数据后,我们选择骨效应作为关键效应。选择 0.5μg.g 肌酐作为人体尿镉浓度的临界阈值的人体负荷数据。为了推导新的口服毒理学参考值,我们使用了改良的基于生理的药代动力学模型(PBPK)。对 PBPK 模型进行反向计算得出 TDI 为 0.35μg Cd.kg bw.day。对于 60 岁的成年人,假设摄入是 60 岁时接触镉的唯一来源,这个 TDI 与尿镉浓度不超过 0.5μg Cd.g 肌酐是兼容的。在使用法国生理数据实施 PBPK 模型后,我们建立了作为年龄函数的镉生物参考值模型,以便始终低于修订后的基于健康的指导值。