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Air Quality Criteria for Lead Volume II of II - (NEPIS)(EPA) - US ...

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AX6-150<br />

Table AX6-5.1 (cont’d). Effects <strong>of</strong> <strong>Lead</strong> on Blood Pressure and Hypertension<br />

Reference, Study<br />

Location, and<br />

Period Study Description Pb Measurement Findings, Interpretation<br />

Europe (cont’d)<br />

Møller and<br />

Kristensen (1992)<br />

(cont’d)<br />

Though this study was one <strong>of</strong> the few to use a longitudinal design, it did not<br />

take advantage <strong>of</strong> that design feature in blood pressure modeling. Crosssectional<br />

multiple regression modeling at each age loses valuable in<strong>for</strong>mation<br />

available in repeated measures modeling. Power to detect significant effects is<br />

much higher in repeated measurement modeling than in cross-sectional<br />

modeling. Analyzing only change in blood pressure loses in<strong>for</strong>mation<br />

regarding starting and ending blood pressure. Including change in blood Pb is<br />

problematical due to the unknown history <strong>of</strong> Pb exposure prior to the start <strong>of</strong><br />

the study, the resultant bone Pb load as a result <strong>of</strong> past exposure, the unknown<br />

Pb contribution <strong>of</strong> bone to blood, and the unknown relative contributions <strong>of</strong><br />

past exposure and present exposure to alteration in blood pressure. Modeling<br />

other covariates as change is also questionable. BMI, to pick a covariate with<br />

known and strong effects on blood pressure, may be high and relatively<br />

constant over the study period or low and relatively constant over the study. In<br />

both cases, the change in BMI will be small, but the high BMI will be<br />

associated with higher blood pressure than will the low BMI. Thus, both cases<br />

modeled as change in BMI should have the same effect on blood pressure<br />

when the high BMI subject has expected higher blood pressure than the low<br />

BMI subject. Using difference scores <strong>for</strong> the dependent and the exposure<br />

variables also risks confounding secular trends in either or both <strong>of</strong> these<br />

variables, <strong>for</strong> whatever reasons, with independent difference variable effect on<br />

dependent difference variable effect.<br />

The Cox proportional hazards model, however, is longitudinal in nature.<br />

Failure to detect significant associations between Pb and cardiovascular<br />

morbidity/mortality could have been due to the small sample size used <strong>for</strong> this<br />

type <strong>of</strong> analysis. The blood pressure part <strong>of</strong> the study did not take mortality<br />

into account during the study, which could have produced a progressively<br />

increasing “healthy subject” effect. Since subjects taking antihypertensive<br />

medications were included in analyses, an indicator variable should have been<br />

used to account <strong>for</strong> them, whether or not their exclusion in preliminary testing<br />

produced no apparent change in results. This paper contained a good<br />

discussion <strong>of</strong> confounding variables. Incomplete reporting <strong>of</strong> results and<br />

procedures. No model diagnostic tests were reported.

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