Personal measurements (log-transformed)compared to modelled concentrations | Pearson’s r correlations (NRMSE %) | |||
NO, n = 127 | NO2, n = 127 | ABS, n = 120 | PM2.5‡, n = 124 | |
LUR home§ | 0.49 (7.6%)† | 0.18 (13%)† | −0.11 (18%) | 0.07 (17) |
LUR home+work | 0.55 (6.9%)† | 0.28 (13%)† | −0.10 (18%) | 0.10 (17) |
Ambient monitors IDW monthly | 0.54 (10%)† | 0.05 (13%) | 0.29†† (18%)† | 0.12 (17) |
Subset analysis with >65% of total | ||||
sampling session at home (n = 61) | ||||
LUR home | 0.72 (15%)† | 0.26 (15%)† | −0.19 (24%) | 0.30 (20%)† |
LUR home+work | 0.72 (10%)† | 0.26 (15%)† | −0.14 (24%) | 0.29 (20%)¶ |
Ambient monitors IDW monthly | 0.59 (13%)† | 0.06 (15%) | 0.34 (22%)† | 0.10 (21%) |
Subset analysis with ⩽65% of total | ||||
sampling session at home (n = 67) | ||||
LUR home | 0.18 (14)† | 0.14 (20)† | −0.07 (20) | −0.07 (16) |
LUR home+work | 0.31 (14)† | 0.31 (20)† | −0.08 (20) | −0.08 (16) |
Ambient monitors IDW monthly | 0.49 (12)† | 0.04 (20) | 0.26 (19)† | 0.12 (16) |
*The normalised RMSE is the root mean squared error divided by the range of the personal measurements. The RMSE represents the difference between values predicted by the exposure estimates and the observed values (personal measurements, in this case) and is defined as the square root of the mean squared error (measured units); the NRMSE is expressed as a percentage.
†Indicates that the Pearson r correlation is significant at p<0.05; all others non-significant.
‡Personal measurements as PM2.2 were compared to ambient and LUR data measured as PM2.5.
§Land-use regression values for NO and PM2.5 are monthly averages, whereas absorbance and NO2 are annual averages.
¶Personal absorbance was compared to ambient monitored PM2.5, since absorbance is not measured by the ambient monitoring network.
ABS, absorbance; IDW, inverse distance weighted; LUR, land-use regression.