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The Role of Virtual Tall Towers in the Carbon Dioxide Observation Network Martha Butler The Role of Virtual Tall Towers in the Carbon Dioxide Observation Network Martha Butler The Pennsylvania State University Ch. EAS Meeting June 5 -6, 2006

Virtual Tall Towers • What is a virtual tall tower (VTT)? – At a Virtual Tall Towers • What is a virtual tall tower (VTT)? – At a continental site with continuous CO 2 mixing ratio measurements in the surface layer, estimate the mixing ratio in the mixed layer above during mid-day hours • Where/when does a VTT make sense? – Existing site (typically a flux tower) where there is a hole in the existing observation network – Resources to invest in upgrading sampling and calibration procedures • How is this done? • Testing the correction method • What a VTT is not!

The Richardson-Miles Package For more information, see www. amerifluxco 2. psu. edu The Richardson-Miles Package For more information, see www. amerifluxco 2. psu. edu

Performance Testing Difference of daily averages Difference between the PSU system and WLEF 76 Performance Testing Difference of daily averages Difference between the PSU system and WLEF 76 m CO 2 measurements in a test from April-August 2004. [Miles/Richardson/Uliasz, in prep. ]

Global Observation Network in 2002 Global Observation Network in 2002

Daily Mixing Ratio Profile from a Tall Tower Daily Mixing Ratio Profile from a Tall Tower

Is an Adjustment Required at Mid-Day? Is an Adjustment Required at Mid-Day?

If You Prefer Numbers… Monthly Summary for 1998 Month CO 2 (ppm) at 30 If You Prefer Numbers… Monthly Summary for 1998 Month CO 2 (ppm) at 30 m, midday CO 2 (ppm) at 396 m, midday DCO 2 (ppm) 30 m-396 m, midday σ(396 m-30 m) CO 2 (ppm) at 396 m, entire day DCO 2 (ppm) 396 m(entire) 1 373. 16 372. 51 0. 65 1. 73 372. 46 0. 05 2 375. 34 374. 57 0. 78 1. 72 373. 96 0. 60 3 372. 91 372. 69 0. 22 0. 85 372. 73 -0. 04 4 370. 75 370. 91 -0. 16 0. 22 371. 23 -0. 32 5 363. 91 364. 68 -0. 77 0. 94 366. 21 -1. 53 6 358. 49 359. 96 -1. 47 1. 58 362. 54 -2. 59 7 352. 50 353. 63 -1. 13 0. 98 354. 59 -0. 97 8 355. 95 356. 72 -0. 77 0. 93 356. 85 -0. 13 9 364. 47 364. 74 -0. 27 0. 81 364. 76 -0. 02 10 371. 31 370. 60 0. 71 2. 70 370. 49 0. 11 11 373. 41 372. 99 0. 41 0. 78 372. 89 0. 10 12 374. 19 373. 63 0. 56 0. 83 373. 25 0. 38 Annual Mean 367. 20 367. 30 -0. 10 367. 66 -0. 36

What Is This Adjustment? Following the mixed layer similarity theory of Wyngaard & Brost What Is This Adjustment? Following the mixed layer similarity theory of Wyngaard & Brost [1984] and Moeng & Wyngaard [1989], the vertical gradient of a scalar in the boundary layer: where gb and gt are bottom-up and top-down gradient functions scaled by boundary layer depth zi w* is the convective velocity scale wc 0 and wczi are the surface and entrainment fluxes of the scalar C

The Gradient Functions The LES gradient functions are from a study by Patton et The Gradient Functions The LES gradient functions are from a study by Patton et al. [2003]. The observed gradient functions will appear in Wang et al. [in review in BLM].

Implementation at a Flux Tower • We tested the concept at WLEF, adjusting 30 Implementation at a Flux Tower • We tested the concept at WLEF, adjusting 30 m CO 2 mixing ratios to a VTT height of 396 m and comparing with the observations at 396 m. • Required input: displacement height, tower height, VTT height and time series of tower top CO 2 mixing ratio, CO 2 flux, sensible heat flux, and temperature. • We estimate the mixing ratio at the VTT height for 3 -6 midday hours, depending on time of year. • We use the boundary layer depth algorithm from Yi et al. [2001]. • We screen for minimum sensible heat flux (20 W m-2) and boundary layer depth (700 m).

The Algorithm As Used Here, - ΔC is the adjustment to the 30 m The Algorithm As Used Here, - ΔC is the adjustment to the 30 m CO 2 mixing ratio - z 0 is the measurement height, 30 m - z. VTT is the virtual tall tower height, 396 m - α is a fraction applied to the surface flux to represent the entrainment flux - d is the displacement height - gb and gt are empirical fits for the gradient functions of Wang et al.

Screening to Limit Uncertainties Screening to Limit Uncertainties

Screening to Limit Uncertainties Screening to Limit Uncertainties

Hourly Adjustment & Bias – Spring/Summer Hourly Adjustment & Bias – Spring/Summer

Daily Adjustment & Bias – Spring/Summer Daily Adjustment & Bias – Spring/Summer

A Closer Look at One Month A Closer Look at One Month

What a VTT is not…. • Unlike a tall tower: – – – Limited What a VTT is not…. • Unlike a tall tower: – – – Limited number of species observed Midday observations only More gaps in the observations Nocturnal boundary layer not represented Added uncertainty and bias • What if it isn’t a flux tower and/or permanent site? – Sample as high on a tower as possible – Infer the local flux for the micromet adjustment • By model • By sampling at multiple heights on tower

Will VTTs Be Useful? • Adding a few more continental observation sites – Density Will VTTs Be Useful? • Adding a few more continental observation sites – Density of measurements – Spatial flux variability – Synoptic variability • Availability of VTT data • Tradeoffs…. – Is the bias and uncertainty a problem? – Can these data help constrain regional budgets?

Model Performance at 396 m vs. 30 m The red lines are time series Model Performance at 396 m vs. 30 m The red lines are time series of hourly samples at WLEF in September 2002 at 396 m and 30 m from a tracer transport model using analyzed winds and standard “background” fluxes for fossil fuel, air-sea flux and a balanced terrestrial flux. The black lines are the CO 2 time series observations at WLEF. Data are normalized to the beginning of the year 2002.

VTT References • • • Davis, K. J. , 2003, Well-calibrated CO 2 mixing VTT References • • • Davis, K. J. , 2003, Well-calibrated CO 2 mixing ratio measurements at flux towers: The virtual tall towers approach, 12 th WMO/IAEA Meeting of Experts, Toronto. Davis, K. J. et al. , in prep, Methodology for a flux-tower based CO 2 observing network: Virtual tall towers. Moeng, C. -H. and J. C. Wyngaard, 1984, Statistics of conservative scalars in the convective boundary layer, JAS, 41(21), 3161 -3169. Moeng, C. -H. , and J. C. Wyngaard, 1989, Evaluation of turbulent transport and dissipation closure in second-order modeling, JAS, 45, 2311 -2330. Patton, E. G. , et al. , 2003, The influence of forest canopy on top-down and bottom-up diffusion in the planetary boundary layer, QJRMS, 129 A, 1415 -1434. Wang, W. et al. , in review, Observations of the top-down and bottom-up gradient functions in the convective boundary layer from a very tall tower, BLM. Wyngaard, J. C. , 1987, A physical mechanism for the asymmetry in top-down and bottom-up diffusion, JAS, 44(7), 1083 -1087. Wyngaard, J. C. and R. A. Brost, 1984, Top-down and bottom-up diffusion in the convective boundary layer, JAS, 41, 102 -112. Yi, C. et al. , 2001, Long-term observations of the dynamics of the continental boundary layer, JAS, 58(10), 1288 -1299.

Hourly Adjustment & Bias – Fall/Winter Hourly Adjustment & Bias – Fall/Winter

Daily Adjustment & Bias – Fall/Winter Daily Adjustment & Bias – Fall/Winter