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The Impact of Deposition Velocity and Concentration Covariance on Weekly Flux Estimates

The Impact of Deposition Velocity and Concentration Covariance on Weekly Flux Estimates . Melissa Pulchowski Gary Lear Tom “Big Idea Man” Butler. Concentration-weighted Deposition Velocities. CMAQ v4.7 Average 2002 – 2006 Calculated the average covariance for each site and each parameter

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The Impact of Deposition Velocity and Concentration Covariance on Weekly Flux Estimates

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  1. The Impact of Deposition Velocity and Concentration Covariance on Weekly Flux Estimates Melissa Pulchowski Gary Lear Tom “Big Idea Man” Butler

  2. Concentration-weighted Deposition Velocities • CMAQ v4.7 Average 2002 – 2006 • Calculated the average covariance for each site and each parameter Covariance = (Sum(Conc * Vd) – Sum(Vd) * Sum(Conc)/n)/n • Normalized covariance (correlation coefficient) – shows strength of the linear relationship between concentration and Vd • Calculate weighted deposition flux Weighted Weekly Flux = no. of hours * (cov + avg(conc) * avg(vd)) • Compare the weighted flux to the flux calculated from hourly concentrations and deposition velocities and average weekly concentrations and deposition velocities

  3. Calculating Weekly Averages Vd • Compared • “true” sum of hourly deposition • Product of weekly averages • “Corrected” product using coefficient of covariance • Variables: NH3, HNO3, SO2, NH4+, NO3-, SO42- Concentration Hour of day Error due to covariance Week of year

  4. SO2 Beltsville, MD • The product of means is a good estimator of the product of individual pairs only if pairs are independent and random • When concentration and Vd are uncorrelated, the product of the weekly means are reasonably accurate -7% annual bias

  5. HNO3 Great Smokies NP, TN • Diurnal patterns aren’t a problem as long as there is no covariance between Vd and Concentration +2% annual bias

  6. HNO3 Cherokee Nation, OK • Diurnal patterns aren’t a problem as long as there is no covariance between Vd and Concentration • With positive correlation, weekly product significantly underestimates true deposition -34% annual bias

  7. NH3 Cherokee Nation, OK • Diurnal patterns aren’t a problem as long as there is no covariance between Vd and Concentration • With positive correlation, weekly product significantly underestimates true deposition • With negative correlation, weekly product significantly overestimates true deposition +17% annual bias

  8. Seasonal Variability in NH3 Concentration and Deposition Velocity at CHE185

  9. NH3 Connecticut Hill, NY

  10. Concentration-weighted Deposition Velocities • Calculated the average covariance for each site and each parameter Covariance = (Sum(Conc * Vd) – Sum(Vd) * Sum(Conc)/n)/n • Normalized covariance (correlation coefficient) – shows strength of the linear relationship between concentration and Vd • Calculate weighted deposition flux Weighted Weekly Flux = no. of hours * (cov + avg(conc) * avg(vd)) • Compare the weighted flux to the flux calculated from hourly concentrations and deposition velocities and average weekly concentrations and deposition velocities

  11. Next Steps • Compare modeled results to hourly measurements from MARGA, hourly SO2 and bi-weekly AMoN concentrations • Include bi-directional deposition velocities for NH3 from CMAQ v5? • Next iteration will be based on CMAQ 0708 runs. Total deposition maps will be corrected using results from these runs.

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