1 Numerical sensitivity simulations of persistent cold air 2 pools associated with elevated wintertime ozone in the 3 Uintah Basin, Utah 4 5 E. M. Neemann1, E. T. Crosman1, J. D. Horel1, and L. Avey2,* 6 [1]{Department of Atmospheric Sciences, University of Utah, Salt Lake City, Utah} 7 [2]{Utah Division of Air Quality, Salt Lake City, Utah} 8 Correspondence to: E. M. Neemann (erik.neemann@utah.edu) 9 10 Abstract 11 High ozone concentrations associated with a winter cold-air pool during the Uintah Basin 12 Winter Ozone Study are investigated. Field campaign observations combined with numerical 13 simulations are analyzed in Utah’s Uintah Basin from 1–6 February 2013 when ozone 14 concentrations exceeded 150 ppb. Cold-air pool sensitivity to cloud microphysics and snow 15 cover variations within the Weather Research and Forecasting model simulations are 16 examined, along with their impact on air quality in Community Multi-Scale Air Quality 17 model simulations. 18 compared to liquid-dominant clouds through increased nocturnal cooling and decreased 19 longwave cloud forcing. The presence of snow cover also strengthens cold-air pool structure 20 by lowering near-surface air temperatures and increasing boundary layer stability due to 21 reduced absorbed solar insolation by the high-albedo snow surface. 22 increases ozone levels by enhancing solar radiation available for photochemical reactions. 23 Flow features affecting Uintah Basin cold-air pools that affect pollutant mixing and air 24 quality within the basin are studied, including: penetration of clean air into the basin from 1 Ice-dominant clouds are found to enhance cold-air pool strength Snow cover also 1 across the surrounding mountains, elevated easterlies within the inversion layer, and diurnal 2 upslope and drainage flows. 3 1 4 High concentrations of ozone are known to have an adverse impact on human health, 5 including respiratory irritation and inflammation, reduced lung function, aggravated asthma, 6 and long-term lung damage (Lippmann 1993; Bell et al. 2004). Ozone is formed through 7 photochemical reactions of pollutants emitted from industrial sources and vehicles known as 8 “ozone precursors”. 9 organic compounds (VOCs) (Pollack et al. 2013). Once thought to primarily be an urban, 10 summertime problem (due to the high insolation required for photochemical reactions), high 11 ozone levels have recently been detected during the wintertime in snow-covered rural basins 12 with significant industrial fossil fuel extraction activities (Schnell et al. 2009). The presence 13 of snow cover greatly increases the surface albedo and enhances the actinic flux (quantity of 14 light available to molecules) in the near-surface atmosphere leading to photolysis rates 15 notably larger (~50%) than those observed in summer (Schnell et al. 2009). In addition, the 16 shallow and highly stable boundary layer often observed during the wintertime in snow- 17 covered rural basins further exacerbates the problem by trapping the high ozone 18 concentrations in the lowest several hundred meters of the atmosphere. A schematic of this 19 typical setup is shown in Fig. 1.1. 20 High levels of ozone were first detected in Northeast Utah’s Uintah Basin in 2009, when 8-hr 21 average ozone concentrations were over 100 ppb (Lyman et al. 2014). This value was well 22 above the EPA’s National Ambient Air Quality Standard (NAAQS) of 75 ppb (U.S. EPA 23 2013), and far above the background levels of ozone near the earth’s surface that typically 24 range between 20–45 ppb (U.S. EPA 2006). Fossil fuel production has increased in the 25 Uintah Basin over the last several years and will likely continue to increase. In March 2014, 26 there were over 9,400 producing wells in the basin and over 3,600 additional permit Introduction These precursors are typically nitrogen oxides (NOX) and volatile 2 1 applications since the beginning of 2012. These wells, and associated ozone precursor 2 sources, are currently operating throughout the basin with oil wells primarily clustered in the 3 west and gas wells clustered in the east. 4 Extensive scientific research has been conducted in the Uintah Basin to better understand the 5 wintertime rural ozone problem both chemically and meteorologically during the past several 6 winters (Lyman and Shorthill 2013; Stoeckenius and McNally 2014). These field campaigns 7 point to the importance of nitrous acid and formaldehyde in the surface snow pack for ozone 8 production. Meteorologically, the importance of snow cover, cloud cover, inter-basin flows, 9 and terrain-flow interactions in the evolution of the shallow, stable boundary layers associated 10 with these high wintertime ozone episodes are recognized as being important but have not 11 been well documented. 12 The presence of snow cover in combination with a stable, persistent boundary layer cold-air 13 pool (CAP) is integral to these wintertime high ozone events (Schnell et al. 2009). 14 Considerable year-to-year variations in seasonal snow cover exist in the Uintah Basin, 15 depending on whether or not strong early-winter storms deposit sufficient snow to last into 16 February or new snow is deposited during that month. These variations in annual snow cover 17 lead to similar variations in the occurrence of high ozone events (Lyman and Shorthill 2013). 18 For instance, snow cover was absent from the basin during February 2012 and much of 19 February 2014 and ozone levels remained low during those months, while February 2013 saw 20 extensive snow cover and several high ozone events. The variations in snow cover and their 21 impact on ozone concentrations is demonstrated in Table 1. 22 A persistent CAP is defined here following Lareau et al. (2013) as a stagnant, stable layer of 23 air confined in a topographical depression (with warmer air typically aloft) that lasts for more 24 than a diurnal cycle. They are most often a wintertime phenomena, with their onset coincident 25 with midlevel warming and removal coincident with midlevel cooling (Reeves and Stensrud 26 2009). Persistent CAPs are also often associated with low clouds, fog, freezing 3 1 precipitation, and hazardous ground and air travel. Their impacts on local weather and 2 particulate air pollution in urban basins have been extensively studied (Whiteman et al. 2001; 3 Malek et al. 2006; Silcox et al. 2012; Lareau et al. 2013; Lareau 2014; Lareau and Horel 4 2014). Further observational and numerical studies have been conducted on CAPs for a 5 variety of idealized (Zangl 2005a; Katurji and Zhong 2012; Lareau 2014) and actual 6 topographic basins (Whiteman et al. 2001; Clements et al. 2003; Zangl 2005b; Billings et al. 7 2006; Reeves & Stensrud 2009; Reeves et al. 2011; Lareau et al. 2013; Lareau and Horel 8 2014). 9 Relatively few numerical studies, however, have examined the impact of clouds and cloud 10 microphysics on CAP formation and evolution. Zangl (2005a) indirectly examined the effect 11 of cloud particle phase on the formation of extreme CAPs in the Gstettneralm sinkhole, 12 Austria. He found that an efficient drying mechanism was required for extreme CAPs to 13 develop. Without one, the formation of fog and its accompanying longwave radiation would 14 prevent the low-level cooling necessary for a strong CAP. Zangl found that the most efficient 15 process for drying the atmosphere was through the formation of cloud ice and its eventual 16 sedimentation. Moreover, the lower vapor pressure over ice compared to water allowed for 17 preferential growth of cloud ice at the expense of cloud water. This accelerated the drying 18 process, with even greater acceleration possible if cloud ice was able to grow into snow, 19 which has a greater fall speed. Simulations dominated by cloud ice were found to dry out the 20 atmosphere more effectively than simulations with a mixture of cloud ice and cloud water, 21 translating to greater cooling and lower temperatures in the ice-dominant case. 22 The impact of the snow-albedo feedback on surface temperatures of interior continental 23 locations during wintertime is known to be high. However, in remote locations such as the 24 Uintah Basin, where snow cover is typically very thin (~5–10 cm) and spatially and 25 temporally variable, accurately assessing snow mass or water equivalent for input into 26 numerical models can be difficult (Jeong et al. 2013). 27 wintertime persistent CAP formation and maintenance, relatively few numerical studies have4 Despite their importance in 1 examined in detail the impact of snow cover on CAPs. Billings et al. (2006) studied the 2 impact of snow cover on a CAP in the Yampa Valley, CO. Although unable to produce a 3 temperature inversion, simulations with snow cover produced an isothermal profile that more 4 closely aligned with observations than snow-free simulations. The snow-free simulations 5 were incapable of producing the CAP and had the highest temperatures located on the valley 6 floor. They concluded that the primary influence of snow cover was to increase the surface 7 albedo and decrease the sensible heat flux. Snow cover also increased the latent heat flux for 8 certain locations due to melting and evaporation. Zangl (2005a) also investigated the role of 9 snow cover on the nocturnal formation of extreme CAPs. He found that a small heat 10 conductivity of the ground was important for efficient cooling and was most readily 11 accomplished by the presence of fresh snowfall. Comparison between a snow-covered and 12 grass-covered sinkhole floor suggested that the larger surface heat capacity of the grass floor 13 resulted in more gradual cooling, a smaller afternoon-morning temperature difference, and 14 weaker static stability than simulations with a snow-covered floor. Interestingly, the grass 15 case produced no cloud cover in the center of the basin, while snow cases did. 16 The topography of the Uintah Basin is highly conducive to the formation of strong CAPs in 17 the presence of snow cover (Fig. 2). It is a large, deep, nearly bowl-like depression bounded 18 to the north by the Uinta Mountains, the west by the Wasatch Range, and the south by the 19 Tavaputs Plateau. Covering over 15,000 km2, the lowest elevations in the center of the basin 20 are below 1450 m and the terrain extends above 1950 m on all sides, with ridgelines reaching 21 well above 2500 m to the north, west, and south. The only outlet below 1950 m along the 22 basin’s perimeter is the deep, narrow Desolation Canyon where the Green River drains south 23 into East-Central Utah. As a winding, narrow river canyon, this outlet provides very little 24 airmass exchange between the Uintah Basin and Eastern Utah. The synergy between the 25 confining topography, winter snow cover, and surface high pressure often result in a stagnant, 26 stably stratified environment with little horizontal mixing. At the same time, vertical mixing 27 is inhibited by the existence of a strong inversion atop the shallow, cold planetary boundary 5 1 layer (PBL) that effectively shields the lower elevations of the basin from weak, transient 2 synoptic weather disturbances. 3 The detailed meteorology associated with wintertime high ozone episodes in the Uintah Basin 4 is not well-understood and only limited observational data sets are available at isolated 5 locations within the vast basin. While it is recognized that surface high pressure, strong 6 temperature inversions, light winds, and the presence of snow cover are associated with high 7 ozone episodes, detailed flow patterns and thermodynamic structure in the basin have been 8 only partially explored. A number of permanent surface weather stations exist within the 9 basin at various elevations, but upper level sounding data are not collected routinely. Hence, 10 limited documentation exists regarding the highly stratified boundary layer in the basin during 11 CAPs or the mesoscale terrain- and thermally-driven flows that likely play an important role 12 in the mixing of pollutants within the basin during these episodes. Understanding the ozone 13 concentrations within the basin requires adequate meteorological information to drive air 14 chemistry models capable of simulating the complex photochemical processes that lead to 15 degraded air quality. The size, depth, and shape of the Uintah Basin provide an appropriate 16 scale for mesoscale models and the frequent occurrence of persistent CAPs during the winter 17 season presents numerous cases for examination. The local topography and scale of the basin 18 potentially leave it more protected from synoptic flow interactions than persistent CAPs 19 observed in other locales (Zangl 2005b; Lareau et al. 2013; Lareau and Horel 2014). 20 The purpose of this study is to use atmospheric and air quality numerical models to simulate a 21 high ozone episode from 1–6 February 2013 during the Uintah Basin Winter Ozone Study 22 (UBWOS). We use the Weather Research and Forecasting (WRF) model to examine the 23 sensitivity of CAP structure to variations in snow cover, specification of snow albedo, and 24 cloud microphysics, for this case. We also investigate important wind flow regimes of the 25 CAP and the impact of snow cover on simulated air quality. Section 2 will describe data 26 sources, model setup, and modifications used in the simulations, and Sect. 3 will discuss 27 CAP evolution and modeling results. Section 4 will illustrate the sensitivity of simulated6 1 ozone concentrations during this period to surface and atmospheric forcings supplied to the 2 Community Multi-Scale Air Quality Model (CMAQ). Conclusions and additional discussion 3 will be provided in Sect. 5. 4 2 5 2.1 Observational data and control run WRF model setup 6 A description of the extensive instrumentation deployed for the intensive field campaign is 7 detailed by Stoeckenius and McNally (2014). For model validation, six surface stations with 8 complete records were selected as representative of the conditions in the core of the basin (see 9 Fig. 2). We model the evolution of a persistent cold air pool in the Uintah Basin that lasted 10 from 31 January to 10 February 2013. The simulations were run for 144 hours from 0000 11 UTC 1 February 2013 to 0000 UTC 7 February 2013. This time frame represents the 12 strongest period of the CAP and was one of the most heavily-instrumented periods during the 13 2013 UBWOS. Some of the highest-measured ozone concentrations during the winter season 14 were observed during this period, with readings along a mobile transect of over 150 ppb taken 15 near Ouray during the afternoon of 6 February 2013. 16 2.1.1 WRF domain and parameterization schemes 17 A summary of the WRF model setup in this study is given in Table 2. We use WRF version 18 3.5 and the Advanced Research WRF core. The WRF model is nonhydrostatic, with a 19 pressure-based, terrain-following (eta) vertical coordinate system. Simulations herein used 41 20 eta levels with the lowest 20 model levels within approximately 1 km of the terrain surface. 21 Three telescoping, one-way nested domains were employed to place the highest-resolution 22 nest over the Uintah Basin, with grid spacings of 12, 4, and 1.33 km, respectively (Fig. 2a). 23 Operational North American Mesoscale Model (NAM) analyses were used to initialize 24 atmospheric and land surface variables (except for snow variables, see Sect. 2.1.2) as well as 25 provide the lateral boundary conditions for the outer domain at 6-hour intervals for the 26 duration of the 6-day simulations. Data and methods 7 1 2.1.2 Prescribing initial WRF snow cover in Uintah Basin 2 The available NAM snow cover analyses were found to poorly reflect the observed shallow 3 snow layer in the Uintah Basin during February 2013. While the NAM analyses represented 4 the spatial coverage of snow during the 1–6 February 2013 period fairly well, they 5 overestimated snow depth and snow water equivalent (SWE) within the basin and 6 underestimated them at higher elevations. In order to better represent the actual snow surface 7 conditions, an “idealized” layer of snow was specified in the WRF initialization fields based 8 on elevation, snow depth and SWE in a manner similar to Alcott and Steenburgh (2013). This 9 prescribed snow cover was determined using all available observations: Snowpack 10 Telemetry; National Operational Hydrologic Remote Sensing Center analyses; Moderate 11 Resolution Imaging Spectroradiometer imagery; and manual and automated observations 12 from Community Collaborative Rain, Hail, and Snow Network, and field campaign locations. 13 Figure 2.3 shows the specified relationship between snow depth, SWE and elevation relative 14 to observations and NAM analyses, which demonstrates the over- (under-) estimation of snow 15 by the NAM at low (high) elevations. The prescribed snow cover was applied within all 16 model domains with no snow cover outside of the Uintah Basin below an elevation of 2000 m 17 and a 17 cm snow depth from the basin floor up to an elevation of 2000 m. Above 2000 m, 18 the snow depth was elevation-dependent, increasing to 100 cm for elevations at 2900 m or 19 higher. 20 In addition to poor representation of snow depth and SWE, the NAM analyses underestimated 21 snow albedo relative to observed shortwave radiation measurements at Horsepool and 22 Roosevelt. For example, albedo averaged from 1 January–2 March 2013 at Horsepool was 23 0.82 (Roberts et al. 2014), which is roughly 0.17 higher than the NAM analyses. Very low 24 temperatures combined with repeated light rime deposition onto the snow surface during 25 many nights apparently maintained the highly reflective surface. Hence, the snow albedo 26 variable in WRF was modified to be 0.82 inside the basin, although the mean albedo at 8 1 Horsepool during the 1–6 February period was actually a bit higher (~0.84). Furthermore, 2 based on visual observations of the snow covering nearly all of the sparse vegetation in the 3 basin during the 1–6 February period, changes were made to the WRF vegetation parameter 4 table for the two dominant vegetation/land use types: “shrubland” and “cropland/grassland 5 mosaic”. For these vegetation types, 20 kg m-2 of SWE was allowed to fully cover the 6 vegetation in the Noah land surface model. The combination of increasing the snow albedo 7 and modifying the vegetation parameter table enabled the model surface to attain the high 8 albedos observed during the field campaign (Fig. 4a and 4b). The NAM analyses were used 9 for all other land-surface variables in the snow-free region of these simulations, with surface 10 albedo being determined by the National Land Cover Database 2006 (Fry et al. 2011). 11 2.2 Numerical sensitivity studies 12 A number of sensitivity tests were conducted to study the impact of variations in cloud type 13 and snow cover on persistent cold air pools in the Uintah Basin. These tests are summarized 14 in Table 3. 15 As will be shown in Sect. 3, ice fog and low stratus were commonly observed throughout the 16 basin during this event. However, simulations with the default WRF model (referred to as the 17 BASE run) tended to develop liquid-phase clouds. In order to test the sensitivity of the 18 Uintah Basin CAP to ice vs. liquid phase cloud particles, modifications were made to the 19 Thompson microphysics scheme to produce fog/low clouds that were ice-phase dominant. 20 This was accomplished by editing the Thompson code in the lowest 15 model layers (~500 m) 21 to change the treatment of cloud ice by turning off cloud ice sedimentation and the 22 autoconversion of cloud ice to snow. These changes allowed low-level cloud ice to remain 23 suspended and thrive through vapor deposition due to the lower vapor pressure over ice 24 compared to water. 25 forcing than liquid-dominant clouds (Shupe and Intrieri 2004), allowing for stronger CAP 26 formation, shallower PBLs, and lower low-level temperatures with smaller bias/errors. We anticipated that ice-dominant clouds would have less radiative 9 1 As discussed in Sect. 1, large variations of snow cover have been observed from winter to 2 winter in the Uintah Basin. To examine the sensitivity of the conditions in the basin to snow 3 cover, numerical simulations were run for the 1–6 February period using the same model 4 configuration but varying the spatial extent of the snow cover. 5 prescribed snow cover throughout the entire basin as discussed in Section 2.1.2 are shown in 6 Fig. 4c (BASE and FULL). In the snow cover sensitivity simulation (NONE), snow was 7 removed from the basin for elevations below 2000 m (Fig. 4d); similar to what was observed 8 during February 2012 and late February 2014. A fourth simulation (NW) was run with snow 9 cover removed from the western section of the basin (west of -110.4° W) for elevations below 10 2100 m (not shown). This partial erosion of the snowpack is often observed after periods of 11 downsloping flow over the Wasatch Range melt the snow in the western basin, while 12 snowpack further east is undisturbed. 13 Several additional numerical simulations were conducted while searching for the best WRF 14 model setup (not shown). These included the use of various microphysics and PBL schemes, 15 prescribed cloud droplet concentrations, and modified initial/boundary condition files. 16 Microphysics parameterizations tested included the WRF single moment 3-class and 17 Morrison schemes. Additional modifications to the Thompson scheme were also explored 18 before implementing the changes discussed above. The results from various microphysics 19 testing converged to 3 general outcomes for the 1–6 February period: (1) a CAP dominated by 20 dense liquid-phase stratus clouds; (2) a CAP with clear skies through the entire simulation; 21 and (3) a CAP dominated by low-level ice fog. Outcome (2) was deemed unrepresentative of 22 observed conditions, and outcomes (1) and (3) are analogs for the BASE and FULL 23 simulations discussed further in this study. In addition to the MYJ, the Yonsei University 24 (YSU), Asymmetric Convective Model, Grenier-Bretherton-McCaa, and Bretherton-Park 25 PBL schemes were tested. The YSU scheme with the Jimenez surface layer formulation and 26 updated stability functions (Jimenez et al. 2012) was also considered, but did not show 27 improved results over the original YSU scheme. The MYJ was chosen since it best The simulations with 10 1 represented the combination of moisture, stability, and temperature characteristics that were 2 observed in the Uintah Basin for the simulated period. Simulations were conducted with 3 cloud droplet concentrations prescribed for maritime (100 x 106 m-3), continental (300 x 106 4 m-3), and polluted continental (1000 x 106 m-3) situations. However, changing the prescribed 5 cloud droplet concentrations had no perceptible impact on CAP formation, so the default 6 value in the Thompson scheme was used (100 x 106 m-3). 7 initial/boundary conditions were tested with relative humidity reduced by 5, 20, and 40% to 8 determine what effect it would have on cloud cover within the CAP. Reducing relative 9 humidity was noted to delay the onset and decrease the coverage of clouds/fog for the first 10 day or two of the simulation. Nonetheless, the final 3–4 days of the simulation converged on 11 similar results for all cases, so the original NAM analysis data was used. 12 3 13 3.1 Overview 14 The numerical sensitivity simulations presented in this Sect. investigate the role of snow 15 cover and boundary-layer clouds on the intensity and vertical structure of the 1–6 February 16 2013 CAP. The focus lies on the vertical profiles of temperature, wind, and moisture within 17 the first km above the surface since there is little sensitivity to snow cover and low clouds at 18 higher levels. In addition, pollutant mixing depth and transport within the CAP depends on 19 the atmospheric stability and flows in the lowest km above the surface. A common limitation 20 of many air quality modeling studies is an over-reliance on surface wind observations at 21 scattered locations to validate the advective fluxes of pollutants within CAPs (L. Avey, Utah 22 Division of Air Quality, personal communication 2014). 23 This Sect. is organized as follows: First, an overview of the observed evolution of the 1–6 24 February 2013 CAP in the Uintah Basin is presented in Sect. 3.2, followed by analysis of the 25 BASE WRF model simulation in Sect. 3.3. The sensitivity of the simulated CAP to variations 26 in cloud type and snow cover are presented in Sect. 3.3 and 3.4, respectively. Then, the Finally, NAM analysis Results 11 1 FULL WRF model simulation is used in Sect. 3.5 to diagnose the mesoscale flows that may 2 be important to pollutant transport within the basin. 3 3.2 1–6 February 2013 cold-air pool 4 A deep upper-level trough and associated midlatitude cyclone moved through the Great Basin 5 from 28–30 January 2013, bringing very cold air aloft (700 hPa temperatures ~-20 °C) and 1– 6 5 cm of light snowfall on top of a ~10–20 cm base across most of the Uintah Basin. 7 Following the upper-level trough passage, 1–6 February was dominated by upper level 8 ridging over the western US and surface high pressure in the Great Basin. This pattern placed 9 northeastern UT in a region of large-scale subsidence and mid-level warming. With warm air 10 aloft (700 hPa temperatures between ~-7 and 0 °C), quiescent surface weather conditions, 11 fresh snow cover, cold low-level air in place, and sufficient incoming solar insolation to drive 12 photochemistry, the stage was set for a persistent CAP event and development of high ozone 13 concentrations in the Uintah Basin. 14 Overnight low temperatures were often -15 to -18 °C, providing an indication of the extent of 15 the cold-air trapped in the lowest elevations of the Uintah Basin during this period. Above- 16 freezing temperatures at higher elevations were common. Ice fog and low stratus were 17 observed in the lowest reaches of the basin often breaking up during the late morning and 18 afternoon hours. Selected vertical profiles of temperature, dew point temperature, and wind at 19 Roosevelt from rawinsondes released daily at midday (1800 UTC) during the CAP are shown 20 in Fig. 5. A shallow mixed layer with high relative humidity near the surface (with thin ice 21 fog and stratus observed intermittently at the time) is capped by increasing temperatures on 4 22 February below 1800 m (Fig. 5a and 5c). The strong inversion extends upwards to 2750 m 23 with decreasing moisture aloft. Weak easterly winds of 2-3 m s-1 within the inversion layer 24 near 2000 m give way to westerly winds of ~10-12 m s-1 near the top of the inversion layer 25 (Fig. 5e and 5g). The mixed layer is shallower on the 5th (Fig. 5b) with thinner ice fog and 12 1 stratus observed at the time of the launch. Weak easterly winds are present again near 2000 m 2 with westerly winds of 7-9 m s-1 in the upper reaches of the capping inversion layer. 3 The spatial coverage of snow and cloud on 2 February 2013 is provided in Fig. 6a by the 4 snow-cloud product supplied by the NASA Short-term Prediction Research and Transition 5 Center (SPoRT). This mid-day image depicts the lower elevations of the Uintah Basin 6 covered in snow with less snow in its far western extremity. Fog and stratus are confined to 7 the lowest elevations of the basin. An earlier (0931 UTC 2 February) Visible Infrared 8 Imaging Radiometer Suite (VIIRS) nighttime microphysics RGB product from SPoRT (Fig. 9 6b) helped detect low clouds at night and discriminate particle phase by combining data from 10 the 3.9, 10.8, and 12.0 micron infrared channels. In this image, liquid-phase low stratus and 11 fog are represented by aqua/green colors in southern ID and portions of western and central 12 UT while the yellow/orange colors are typically associated with ice-phase stratus and fog. 13 The elevation dependence of the fog/stratus is evident in Fig. 6b by the cloud tendrils 14 extending up the river valleys within the basin. 15 Figure 7a presents the time evolution of surface ozone at selected locations in the basin during 16 the CAP. The concentrations exceeded the EPA standard of 75 ppb at all of these locations 17 on many of the days. While ozone at Vernal tended to drop to background concentration 18 levels at night, ozone at Horsepool and Ouray (one of the lowest locations in the basin) 19 remained above the standard during nearly all hours after the 3rd of February. 20 Figure 7b presents the time evolution of aerosol backscatter, low clouds, and an estimate of 21 the depth of the aerosol layer from the Roosevelt laser ceilometer during the 1–6 February 22 period. 23 development of ice fog evident as well in Fig. 6b. Then, a semi-regular pattern developed 24 over the next several days with shallow nighttime fog and low clouds thinning by mid-day 25 and followed by a deeper layer of aerosols in the afternoon that quickly collapsed at sunset. 26 The ceilometer backscatter data also corroborates other observations that the fog and low Fewer aerosols were observed on 1 February followed that evening by the 13 1 cloud occurrence in the basin peaked during 3–4 February. During that time, significant hoar 2 frost was observed on trees and other surfaces after sunrise with light accumulations of snow 3 crystals falling out of the ice clouds in Roosevelt later in the morning. The high levels of 4 aerosol backscatter on 5–6 February diminished abruptly during late afternoon on 6 February 5 as a result of a weak weather system; however elevated ozone levels continued until 9 6 February, after which a stronger weather system with sufficient cold-air advection aloft to 7 destabilize the column moved through the region. 8 3.3 1–6 February 2013 BASE model simulation 9 Evaluation of the BASE model simulation on the 1.33 km inner grid confirms that the WRF 10 model captures the salient temperature, moisture and wind features of the CAP episode 11 throughout the 1–6 February period above ~500 m AGL. 12 potential temperature profiles from the BASE simulation at elevations above that level tend to 13 agree well with the observed mid-day profiles at Roosevelt (Fig. 5). 14 However, the BASE simulation exhibits unrealistically deep surface-based mixed layers mid- 15 day (Fig. 5) and unrealistic spatial patterns in 2-m temperature (not shown), which will both 16 be shown in the next subsection to be related to unrealistically thick layers of liquid fog and 17 stratus. While the simulated fog and stratus tends to dissipate during most afternoons, those 18 clouds greatly hinder cooling overnight, disrupt the strength of the near-surface layers of the 19 CAP, and often result in sub-cloud mixed layers that are 2–4 times deeper than those observed 20 and surface temperatures that are too warm. Table 4 shows the 2-m temperature error 21 statistics (model – observed) for all 4 model simulations, computed from the 6 representative 22 surface stations in the center of the basin that are highlighted in Fig. 2b. A notable warm bias 23 of 1.65 °C and mean absolute error of 3.3 °C are present in the BASE simulation. 24 3.4 Sensitivity to cloud type 25 The default settings in the Thompson microphysics scheme used in the BASE simulation 26 will be shown in this section to lead to dense, liquid-phase low clouds and fog that notably14 For example, the simulated 1 alter the radiation budget within the basin, and consequently, the strength of the CAP. The 2 extensive fog and stratus, particularly during the overnight hours, result in excessive 3 longwave radiation that inhibits low-level cooling and forms a region of warm air in the 4 center of the basin during much of the CAP period. Straightforward modifications to the 5 Thompson microphysics scheme that are employed in the FULL model run make it possible 6 to examine the sensitivity of the CAP simulations to cloud type. As detailed in Table 3, the 7 FULL simulation has cloud ice sedimentation and cloud ice autoconversion to snow turned 8 off in the lowest 15 model levels. The intent of these modifications is to force the WRF 9 model to produce and maintain clouds dominated by ice-phase particles. 10 Returning to Fig. 5, consider the differences between the mid-day potential temperature 11 profiles at Roosevelt of the FULL and BASE simulations relative to the observed profiles. 12 While the FULL profiles are not necessarily in perfect agreement with the observed ones, 13 they tend to show lower temperatures near the surface and shallower surface-based mixed 14 layers. As discussed in the previous section, the differences in potential temperature between 15 the FULL and BASE simulations become small above ~500 m AGL. The differences in the 16 vertical structure of the FULL simulation relative to the BASE simulation yield a more 17 realistic deepening (2–4 February) and subsequent lowering (5–6 February) of the top of the 18 shallow mixed-layer during the CAP (not shown). 19 Further, the bias and mean errors of the FULL simulation are sharply reduced relative to the 20 6-station sample (Table 4). Temperatures at 2-m averaged over the entire simulation period 21 demonstrate the colder CAP produced in the FULL relative to the BASE simulation (Fig. 8). 22 The difference between those two fields indicates an average decrease in temperature of ~1.5 23 °C throughout the interior of the basin with negligible differences elsewhere (Fig. 9a). 24 These improved 2-m temperatures are related to the change from liquid to ice cloud particles. 25 Snapshots of the cloud characteristics at 0600 UTC 5 February (Fig. 10) reflect similar total 26 cloud amounts and coverage. The BASE run is dominated by liquid-phase particles, or 15 1 “cloud water” (Fig. 3.10c), while the FULL run is dominated by ice-phase particles, or “cloud 2 ice” (Fig. 3.10d). Since the liquid clouds produced in BASE are generally stratus while the 3 ice clouds produced in FULL are primarily surface-based fog, occasionally periods of greater 4 horizontal cloud coverage are found in BASE as the stratus is able to extend outward away 5 from the center of the basin. Considering that the sedimentation of cloud ice is turned off in 6 the FULL simulation, there is greater cloud mass in that run relative to the BASE simulation. 7 However, the liquid clouds in the BASE run produce 70–80 W m-2 of downwelling longwave 8 radiation, while the ice clouds in the FULL run produce only 40–70 W m-2 over the same 9 region at the same time, despite the extra cloud mass (compare Fig. 10e to Fig. 10f). 10 Averaged over the entire 6-day period, downwelling longwave radiation from the liquid 11 clouds is 10–20 W m-2 more than from the ice clouds (Fig. 9b), which is consistent with the 12 elevated temperatures over the entire period as well (Fig. 9a). The greatest difference in 2-m 13 temperature is at the low elevations in center of the basin, while the greatest difference in 14 longwave radiation is mid-way up the basin slope along the periphery of cloud cover. Hence, 15 the stratus clouds in the BASE simulation typically had greater spatial coverage than the ice 16 fog in the FULL run, which leads to larger differences in longwave radiation in locales where 17 liquid clouds are present and ice clouds are not. 18 3.5 Sensitivity to snow cover 19 As mentioned in the Sect. 1, the lack of snow during the 2012 winter led to high surface 20 temperatures, deep afternoon mixed layers, and low ozone concentrations (Lyman and 21 Shorthill 2013). We examine the impact of snow cover by comparing a simulation for the 1– 22 6 February 2013 period with no snow below 2000 m (NONE) to the FULL simulation. 23 Returning to Fig. 5, the lack of snow raises the mid-day surface temperatures by as much as 24 10 °C and the depth of the mixed layer is generally much greater than that observed the 25 during February 2013 CAP. The differences in potential temperature at Roosevelt tend to 26 become negligible above a few hundred meters from the surface. 16 1 Not surprisingly, the 2-m temperature biases relative to the 6 surface stations are very large, 2 particularly at night, with the average difference for the 6-day period being 7.6 °C (Table 4). 3 In addition, the mean 2-m temperatures from the NONE simulation are much higher than 4 those apparent from the BASE or FULL simulations (Fig. 8). 5 Several interrelated processes contribute to the higher low-level temperatures in the NONE 6 simulation relative to the FULL simulation. First, when the snow is removed from the basin 7 floor, the thermal conductivity of the land surface increases, and the decrease in surface 8 albedo results in greater absorption of solar radiation. These combined land surface effects 9 lead to a warmer boundary layer. Second, the sensitivity of the CAP to ice-phase 10 microphysics is minimized in the NONE simulation since the warmer boundary layer over the 11 bare ground/vegetation is too warm (i.e., higher than -12 °C) to nucleate cloud ice. Finally, 12 liquid-phase stratus develops in the NONE simulation as opposed to ice-phase fogs overnight, 13 which leads to higher temperatures due to increased longwave radiation at the surface. 14 3.6 Flow features 15 While the observations collected during the UBWOS field campaigns are the most extensive 16 available to date for studying the thermodynamic and dynamic conditions in the Uintah Basin 17 (Lyman and Shorthill 2013; Stoeckenius and McNally 2014), the majority of them consist of 18 enhanced surface observations throughout the basin combined with limited profiles at a few 19 locations (e.g., Horsepool, Ouray, and Roosevelt). While far from adequately resolving CAP 20 characteristics, the FULL simulation provides additional information on the four-dimensional 21 fields of temperature, wind, and moisture that helps identify relevant physical processes. 22 Several flow features were detected in the FULL simulation that could be partially validated 23 using the limited available data that likely play an important role to transport pollutants within 24 the CAP and ultimately affect air quality. 25 3.6.1 Clean-air intrusions into the basin 17 1 The structure of the CAP varies extensively over the course of the FULL simulation. Cross 2 sections suggest that the CAP is initially confined to elevations below 1800 m MSL before it 3 deepens to a base near 2000 m early on 3 February (not shown). By midday on 4 February, 4 the inversion base retreats below 2000 m, and eventually lowers to ~1800 m from early on 6 5 February through the end of the simulation. 6 The CAP is continually modulated by synoptically-driven mid-level flow atop the CAP, 7 forcing it to “slosh” back and forth within the basin. 8 surmounting the surrounding terrain from nearly every direction from the southwest to the 9 north. Downsloping flows mixing higher potential temperature and cleaner air downward 10 into the basin are common and their impact depends on the stability and strength of the flow 11 across the upwind barriers. 12 component across the high Uintah Mountains during the 2013 winter, a notable strengthening 13 of the inversion top due to subsidence warming of flow descending in the lee of the mountains 14 was evident in the Uintah Basin (not shown). 15 The CAP may become displaced or tilted through hydrostatic and dynamic processes, which 16 can then be disrupted by changes in wind speed above the CAP (Lareau and Horel 2014). 17 These disruptions may produce a gravity current-like behavior as the CAP rebounds, causing 18 relatively large changes in depth (a few hundred meters) within just a few hours. Figure 11 19 shows an example of this behavior. Strong westerly flow crossing the mountain barrier to the 20 west of the basin at 0600 UTC 4 February is highlighted by a narrow band of increased 21 westerly to northwesterly flow at 2.3 km MSL over the western portion of the basin (Fig. 22 11a). The cross section of potential temperature from west to east through the center of the 23 basin at the same time is shown in Fig. 11b. The westerly downslope winds have eroded and 24 tilted the CAP, pushing it east of Starvation Reservoir (vertical line labeled “STA” in Fig. 25 11b). The CAP is depressed to ~1750 m in the western basin, much lower than in the eastern 26 half of the basin. The FULL simulation suggests that weakening westerly winds over the 27 next several hours lead to the CAP rebounding westward past Starvation Reservoir with the18 Ridging aloft can lead to flow For example, when the cross-barrier flow had a northerly 1 inversion base quickly rising to ~1900 m, roughly level with the rest of the basin (not shown). 2 3.6.2 East-west cross basin transport 3 Easterly flow immediately above the shallow mixed layer is evident in the mid-day soundings 4 at Roosevelt on a number of days (Fig. 5). The ceilometer data at Roosevelt (Fig. 7a) as well 5 as ozone tethersonde observations at Ouray (Schnell et al. 2014) suggest that aerosols, ozone 6 precursors, and ozone extend upward into this layer of easterly flow likely as a result of weak 7 turbulence and entrainment (Cai and Luhar 2002; Salmond 2005). The ozone precursors from 8 eastern basin source regions that are able to leak into the easterly flow layer may then be 9 transported westward to portions of the basin that have more limited precursor sources, 10 allowing ozone production to take place more widely (Karion et al. 2014). 11 Figure 12 shows the time-averaged zonal wind component from the FULL simulation along 12 the cross section shown in Fig. 2b, split into daytime and nighttime periods. Synoptic 13 westerly flow dominates above 2200 m MSL with easterly flow present a few hundred meters 14 above the basin floor. The core of the easterly flow coincides with the strongest stability in 15 the basin and lies between 1800–2000 m MSL. Although this feature is relatively weak (~1 m 16 s-1 during the day, 0.5 m s-1 at night), it is persistent enough to appear as a coherent spatial 17 pattern when averaged over the 6-day period. During the day, the core of the easterly flow is 18 more intense aloft, and the west-east spatial extent is greater (compare Fig. 12a to Fig. 12b). 19 At night, the easterly flow exhibits a weaker and more regional core shifted to the eastern 20 portion of the basin and extending down to the surface (Fig. 12b). 21 3.6.3 Diurnal valley and slope flows 22 Figure 12 suggests both additive and destructive interactions between the cross-basin elevated 23 easterly 24 downvalley/downslope flows. While basin-scale thermal gradients likely drive the elevated 25 easterly flow, those gradients are at times in concert with and at other times interfering with 26 more localized thermal gradients within drainages and along slopes. flows and near-surface daytime upvalley/upslope and nighttime 19 1 During the night (Fig. 12b), drainage flows are evident by light westerly winds in the lowest 2 100 m on the west side of the basin in combination with light easterly winds on the east side. 3 This pattern reverses during the day (Fig. 12a); however, the cross-basin easterlies appear to 4 accentuate the upvalley/upslope winds at ~1800 m MSL. As with any basin or mountain 5 range, the diurnal flow patterns within the Uintah Basin are complex. An examination of 6 mean wind direction during the day (not shown) highlights areas of upslope easterly flow 7 within the CAP in the western half of the basin. Outside of the CAP, however, to the north 8 and west of the basin, synoptic west-northwesterly flow and its interaction with local 9 topography dominate. This demonstrates how the strong stability above the CAP is able to 10 effectively shield the basin interior from synoptic flows, allowing for thermally-driven terrain 11 circulations. 12 3.6.4 Effects of snow cover on terrain-flow interactions 13 The sensitivity of terrain-flow interactions to the presence or absence of snow cover in the 14 Uintah Basin is briefly examined here. Comparison of the cross sections of time-averaged 15 zonal winds from the FULL (Figs. 12a and 12b) and NONE (Figs. 12c and 12d) simulations 16 are consistent with earlier results: the removal of snow cover only affects the near-surface 17 atmosphere below the capping inversion. The weaker stability within the capping inversion in 18 the NONE simulation likely allows the synoptic-scale westerlies to extend further down 19 toward the basin floor. This extension appears to diminish the intensity of the easterly winds 20 within the lower reaches of the inversion layer that would be expected in NONE given the 21 lack of snow cover. Comparable differences are evident during the day (Figs. 12a and 12c) 22 and night (Figs. 12b and 12d) with weaker and lower elevation easterly flow aloft when snow 23 cover is removed. However, the intensity of the upvalley/upslope and downvalley/downslope 24 flows near the surface remains largely the same and is actually increased during the day on 25 the western side of the basin in the NONE simulation. 26 4 Ozone and air quality 20 1 4.1 1–6 February 2013 air quality overview 2 The January–March 2013 period featured seven extended periods of high ozone 3 concentrations in the Uintah Basin associated with persistent cold air pools (Stoeckenius and 4 McNally 2014). An upper-level trough and associated cyclone traversed the region between 5 28 and 30 January 2013 (as discussed in Section 3.2), effectively cleaning out the basin of 6 pollutants that had accumulated since mid-January and returning ozone concentrations to 7 background levels. However, the persistent CAP that set in on 1 February led to building 8 pollutant concentrations over the next several days. Fig. 7 shows the observed increase in 9 ozone at selected locations. Concentrations started out relatively low on 1 February (~20 to 10 60 ppb) and gradually built to a maximum of 154 ppb at Ouray on 6 February. A key 11 characteristic of ozone concentrations in many areas of the Uintah Basin is the maintenance of 12 high levels of ozone overnight far above background concentrations. A mobile transect of the 13 basin during the afternoon of 6 February shows elevated ozone concentrations in all locations, 14 but the highest values (up to 151 ppb) were generally seen in lower elevations and river 15 valleys (Fig. 13), particularly in the southeastern quadrant of the transect near Horsepool and 16 Ouray. 17 Data collected from ozonesondes and tethersondes from February 2013 show that the vertical 18 extent of maximum ozone concentrations was typically limited to 1700 m MSL and below, or 19 in the lowest 200–300 m of the boundary-layer (Schnell et al. 2014). 20 concentrations was noted above this level, with ozone concentrations returning to background 21 levels above 1900 m MSL (Karion et al. 2014). 22 4.2 Sensitivity of ozone concentrations to snow cover 23 While ozone concentrations in the Uintah Basin are known to be strongly controlled by the 24 presence of snow cover, there is uncertainty regarding what extent is due to the direct effects 25 of higher surface albedo on photolysis relative to the indirect meteorological effects 26 elucidated in Sect. 3: reduced near-surface temperatures; shallower mixed layer; and A gradient in 21 1 possibly enhanced east-west cross-basin transport a few hundred meters above the surface. 2 Further, there are additional possible indirect effects such as chemical reactions in the surface 3 layers of the snow leading to critical precursor chemical compounds (Roberts et al. 2014). 4 We describe here some preliminary results that address the combined sensitivity to increased 5 surface albedo as well as meteorological changes in the boundary layer that result from the 6 presence of snow cover. 7 WRF output from the entire 6-day FULL and NONE simulations was imported into the Utah 8 Division of Air Quality’s (UDAQ) version of the Community Multi-Scale Air Quality 9 (CMAQ) model. The CMAQ model couples the meteorological data from WRF with an 10 emissions inventory from the Uintah Basin developed by UDAQ and chemistry-transport and 11 photochemical subsystems to simulate concentrations for a variety of chemical compounds 12 and pollutants (Byun and Schere 2006). The emissions inventory used in this study contained 13 the most complete and accurate data available for the Uintah Basin. However, the inventory 14 was prepared to represent emissions from 2011 based on growth of oil & gas activities since 15 2006 (Barickman et al. 2014). Data gathered during recent UBWOS field campaigns, along 16 with additional projects, will be incorporated into an emissions inventory update in 2014. 17 Since the emissions inventory and CMAQ are available from UDAQ on the 4 km grid, that 18 model was forced with WRF data from the 4 km nest shown in Fig. 2a. The objective of this 19 phase of the study is to simply assess the sensitivity of ozone concentration to snow cover 20 during a CAP. The potential shortcomings of driving CMAQ from imperfect atmospheric 21 information and emissions inventories as well as the limitations of CMAQ are not addressed. 22 The mean ozone concentrations near the surface averaged over the 6 afternoons (1100 to 1700 23 MST) from 1–6 February 2013 are generally 15–30% greater when the CMAQ model is 24 forced by the snow cover and meteorological conditions in the FULL simulation compared to 25 the absence of snow in the basin and concomitant conditions in the NONE simulation (Fig. 26 14a and 14b). Ozone concentrations simulated by the CMAQ model are highest in the 27 southeastern portion of the basin where the emission of ozone precursors (NOX and VOCs)22 1 from the emissions inventory is greatest (Barickman et al. 2014). The region where average 2 concentrations are greater than 75 ppb is ~6 times larger in the FULL simulation than that in 3 the NONE simulation. In addition, the peak ozone concentration simulated in the FULL case 4 is 16 ppb higher than that from the NONE case (Table 5) and the timing and magnitude of the 5 peak value on 6 February in the FULL case is comparable to that observed (see Figs. 7 and 6 13). Higher levels of ozone are simulated on average throughout the basin below 1800 m 7 when driven by the FULL simulation compared to the NONE simulation. 8 Time-averaged east-west cross sections of ozone (Figs. 14c and 14d) were averaged along a 9 24 km wide swath approximately 20-30 km south of the red line in Fig. 2b for the FULL and 10 NONE simulations. Comparison between the two simulations demonstrates the higher ozone 11 concentrations generated in the FULL run. The CMAQ model appears to lift the ozone 12 slightly higher in the FULL simulation than observed with the drop-off to background levels 13 (less than 60 ppb) taking place at 2000 m in the FULL simulation versus that observed 14 roughly below 1900 m at Horsepool (Karion et al. 2014). 15 The time evolution of ozone concentrations at Roosevelt and Horsepool is shown in Fig. 15. 16 Data at Roosevelt (Fig. 15a) indicates that CMAQ struggles to simulate the buildup of ozone 17 during the CAP period in the western portion of the basin. This is likely due to the spatial 18 variation of primary precursor emissions in the emissions inventory. A relatively small 19 amount of emissions exists in the western section when compared to the southeastern 20 quadrant of the basin (Barickman et al. 2014). Both the FULL and NONE simulations keep 21 concentrations generally near 50–60 ppb, and below the NAAQS of 75 ppb. Closer to the 22 specified primary precursor emission sources in the southeastern section of the basin, ozone 23 concentrations are noticeably higher at Horsepool with substantively higher concentrations 24 when snow cover is specified (Fig. 15b). Within the primary precursor emission source 25 region (not shown), the time evolution of ozone in the FULL simulation is quite similar to 26 that observed, again with notably higher concentrations than when snow is absent. The 27 differences in ozone concentrations among these three locations illustrates that the CMAQ23 1 model with the emission inventory available at this time struggles to capture the broad areal 2 extent of high ozone concentrations that are observed in this case. 3 A Time-height plot in Fig. 15c of ozone and potential temperature at Horsepool for the FULL 4 simulation help to analyze the evolution of pollutant concentration as a function of CAP 5 depth. While the highest concentrations of ozone are confined within the CAP, elevated 6 concentrations in excess of 75 ppb extend too far upwards in the afternoons into the base of 7 the inversions. In addition, CMAQ fails to build ozone concentrations each day through the 8 CAP event, as was observed (Fig. 7). Instead, the highest concentrations appear to be related 9 to the depth of the CAP and inversion base. Concentrations are high on 1 and 2 February, 10 when the CAP is shallow, then they decrease on the 3rd and 4th as the CAP deepens and the 11 inversion base lifts to ~1800 m. As the inversion base lowers again on 5 and 6 February, 12 concentrations increase with a maximum during the afternoon on the 6th. A similar evolution 13 is noted in the NONE simulation (not shown), but the CAP is much deeper, concentrations are 14 lower, and the maximum occurs on the afternoon of the 5th. This inverse relationship between 15 CAP depth and ozone concentrations is supported by observations, signifying its potential 16 importance. Intuitively, when the inversion base lowers, it effectively decreases the volume 17 of the shallow mixed-layer in the CAP resulting in higher ozone concentrations. 18 Finally, WRF shortwave radiation values were compared for FULL and NONE simulations. 19 Downward shortwave radiation at the surface is generally similar between both simulations, 20 however, on days with extensive cloud cover (such as mid-day on 3 and 4 February), the 21 FULL simulation has ~150 W m-2 more downward shortwave radiation (not shown). This is 22 likely because the ice-dominant clouds in the FULL simulation allow for greater 23 transmittance of shortwave radiation than the liquid-dominant clouds in NONE. For all days, 24 the upward (or reflected) shortwave radiation is greater in the FULL case, due to the high 25 albedo of snow compared to the bare ground in the NONE case. Total shortwave radiation 26 near the surface (sum of upward and downward radiation) was used as a crude 27 approximation for actinic flux (omitting, for example, the contribution due to scattering).24 1 The total shortwave radiation in the FULL simulation is over ~1.5 times greater than that in 2 the NONE simulation during the day. The greater total shortwave radiation in FULL then 3 contributes to higher photolysis rates and greater simulated ozone concentrations compared to 4 NONE. 5 5 Conclusions and discussion 6 Numerical simulations of a persistent CAP in the Uintah Basin from 1–6 February 2013 were 7 conducted to investigate the sensitivity of cloud microphysics and snow cover on CAP 8 evolution and structure. Terrain-flow interactions and basin- and smaller-scale thermally- 9 driven circulations were identified as possible means to infuse clean air into the basin as well 10 as transport pollutants within the basin. Output from selected meteorological simulations was 11 input into the CMAQ model to investigate the sensitivity of ozone production to snow cover. 12 The key findings of this study can be summarized as follows: 13 Nested numerical simulations at high resolution (1.33 and 4 km) driven on the 14 outer domain by continually updating analyzed lateral boundary conditions are 15 capable of reproducing the large-scale features of the regional circulation over the 16 Uintah Basin that control the basic morphology of the CAP. 17 The intensity, vertical structure, and boundary-layer flows within the Uintah Basin 18 CAP below ~500 m AGL are heavily influenced by the numerical treatment of 19 cloud microphysics and snow cover. 20 The default settings in the Thompson microphysics scheme produce dense, liquid- 21 phase low clouds and fog that were not observed, whereas restricting ice 22 sedimentation and cloud ice conversion to snow in the lowest model layers 23 resulted in more realistic vertical profiles of temperature and low clouds in this 24 case. 25 1 Intrusions of clean air into the basin as a result of terrain-flow interactions, east-to- 2 west cross-basin transport above the surface, and shallow thermally-driven slope 3 and valley circulations are important factors for mixing pollutants throughout the 4 Uintah Basin. 5 CMAQ model-derived estimates of ozone concentrations that are forced by the 6 most realistic emission inventories available and the best specification of the snow 7 surface and meteorological conditions tend to be adequate near major precursor 8 emission source regions in the southeast quadrant of the basin but too low 9 throughout most of the basin and during overnight hours. 10 The presence of snow cover in simulating high ozone concentrations is important 11 for two reasons: (1) it strengthens the CAP and increases low-level stability, and 12 (2) the high albedo surface increases photolysis rates, contributing to rapid ozone 13 production. 14 For this study, the modifications to the microphysics scheme (autoconversion from cloud ice 15 to snow and sedimentation of cloud ice turned off) were potentially available to be triggered 16 everywhere within the entire model simulation period in the lowest 15 model levels. To apply 17 the changes more generally requires some additional code modifications to activate them 18 based on appropriate boundary layer thresholds of stability and temperature. In this manner, 19 the changes to the microphysics scheme would only be triggered to deviate from the default 20 settings when specific criteria appropriate only to CAPs were met. 21 sedimentation of ice particles in the lowest 15 model layers can lead to excessive ice 22 accumulation but cloud ice is still able to convert to snow once it reaches a large enough 23 diameter through depositional growth. 24 The work presented here has been limited to a single persistent CAP event in early February 25 2013. In order to obtain a more thorough understanding of how cloud microphysics and snow 26 cover affect the evolution of persistent CAPs, their wind flow patterns, and resulting The restricted 26 1 impacts on air quality, further studies are needed. A natural extension of this research would 2 be to include more cases and examine other basins with similar air quality problems to help 3 determine the applicability of this study’s findings. 4 Another challenge to model CAPs is the weakness of PBL schemes to handle low clouds, 5 vertical temperature profiles, and mixing in stably stratified conditions. 6 generally allow for too much turbulent mixing, which results in boundary layers that are too 7 deep (Holtslag et al. 2013). Mesoscale forecast models also poorly forecast whether or not 8 low clouds will form within a persistent CAP and when they will break up. They also have 9 considerable uncertainty in representing surface variables, often leading to 2-m temperature 10 warm biases, and in some cases poorly simulate the inversion above the boundary layer 11 (Reeves et al. 2011; Shin and Hong 2011). Alternative PBL parameterizations, such as the 12 Mellor-Yamada Nakanishi & Niino and Quasi-Normal Scale Elimination schemes, were not 13 tested in this study, but may show some improvement for CAPs. Regardless, further work to 14 improve parameterization schemes for modeling very stable boundary layers and their impact 15 on CAP simulations is needed (Baklanov et al. 2011). 16 Finally, snow cover and albedo were shown to have a prominent impact on CAP evolution 17 and air quality. This study highlights the need for improvements in the representation of 18 snow variables in meteorological and air quality models and analysis initialization fields in 19 regions with shallow, persistent snow cover. Proper treatment of snow using a snow physics 20 model driven by local atmospheric and chemical properties may be needed to obtain a 21 sufficiently accurate evolution of the snowpack and surface albedo. Application of the Noah 22 Multi-Parameterization land surface model (Niu et al. 2011), which features a three-layer 23 snow model may prove useful. Additional research is also needed to understand the complex 24 cycling of water over the thin snowpacks in the Uintah Basin and its impact on surface 25 albedo, i.e., the interplay of very small sublimation rates, formation of ice fogs, and 26 deposition of ice crystals back onto the snow surface. Most schemes 27 1 Acknowledgements 2 The authors thank their colleagues for continuing support and discussion around the coffee 3 breaks. The editor thanks X. Y. Furore and another referee for assisting in evaluating this 4 paper. 5 28 1 References 2 Alcott, Trevor I., W. James Steenburgh, 2013: Orographic Influences on a Great Salt Lake– 3 Effect Snowstorm. Mon. Wea. Rev., 141, 2432–2450. 4 Baklanov, Alexander A., and Coauthors, 2011: The Nature, Theory, and Modeling of 5 Atmospheric Planetary Boundary Layers. Bull. Amer. Meteor. 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Zhong, W. J. Shaw, J. M. Hubbe, X. Bian, J. Mittelstadt, 2001: Cold 24 Pools in the Columbia Basin. Wea. Forecasting, 16, 432–447. 33 1 Zängl, Günther, 2005a: Formation of Extreme Cold-Air Pools in Elevated Sinkholes: An 2 Idealized Numerical Process Study. Mon. Wea. Rev., 133, 925–941. 3 Zängl, Günther, 2005b: Wintertime Cold-Air Pools in the Bavarian Danube Valley Basin: 4 Data Analysis and Idealized Numerical Simulations. J. Appl. Meteor., 44, 1950–1971. 34 1 Table 1. The History of America from Discovery to Present. Date Event Ref. 1492 Discovery Columbus (1492) 1776 Independence James et al. (1776) 1954 Nothing much Smith and Weston (1954) 1999 Present Phillips (1999) 2 35 1 2 3 Figure 1. Sebastiano del Piombo painted this portrait thirteen years after Columbus’s death 4 (from the Columbus Navigation Homepage). 5 36 1 2 3 Figure 2. Columbus’s voyage to the New World (a rough approximation). 37