CORRELATING THE SEASONAL BEHAVIOR OF POLAR WARMING AND O2 IR NIGHTGLOW A. S. Brecht (amanda.s.brecht@nasa.gov), NASA Ames Research Center, Moffett Field, CA, USA, L. Gkouvelis, NASA Postdoctoral Program, NASA Ames Research Center, Moffett Field, CA, USA, R. J. Wilson, C. E. Harman, M. A. Kahre, NASA Ames Research Center, Moffett Field, CA, USA, A. Kling, Bay Area Environmental Research Institute, Moffett Field, CA, USA. Introduction: Mars’ meridional circulation impacts the climate through the transport of heat, water, dust, and trace gases. The meridional circulation in the middle atmosphere is instrumental in the exchange of water between hemispheres and the expansion phase of large regional- and global-scale dust storms. The overall nature and structure of the mean meridional circulation (i.e., the Hadley cell) in the Martian atmosphere has been widely studied but the detailed behavior is still being investigated. To provide a more detailed examination of the meridional circulation, two features driven by the mean circulation will be analyzed as proxies. The first feature is polar warming (PW), which is dynamically induced due to the compressional heating of air in the descending branch of the Hadley cell. The second feature is O2 IR nightglow emission in the 1.27 micron band, which is the result of a three-body recombination (O+O+CO2-> O2* +CO2) and is largely dependent on the transport of dayside produced chemistry. By characterizing their seasonal sensitivities due to known lower atmosphere circulation drivers and correlating them, we will advance our knowledge of the meridional circulation. Motivation: Polar warming is characterized by a reversed (poleward) meridional temperature gradient in the middle-to-high latitudes all year, except local summer. It usually occurs between ~50 km and 80 km and ranges in magnitude from several to tens of Kelvin. It has been observed and discussed since the early 1970’s (e.g., Conrath et al., 1973; Conrath et al., 1981; Martin and Kieffer, 1979; Jakosky and Martin, 1987; Deming et al., 1986; Smith et al., 2001; Keating et al., 2003; Tolson et al., 2007; Bougher et al., 2006; McCleese et al., 2007, 2008, 2010; Kleinbohl et al., 2009; McDunn et al., 2013; Forget et al., 2009). McDunn et al. (2013) provides the most quantitative set of parameters of observed PW based upon MRO/MCS-derived atmospheric temperatures. The study identifies PW trends that suggest that the structure of the mean meridional circulation is complex and not fully understood. Such trends are: (a) the southern hemisphere annual maximum PW occurs during late local winter of Martian year (MY) 29 and MY 30, (b) southern winter and northern winter solstices have similar PW magnitudes, and (c) the equinoctial seasons demon- strated hemispheric asymmetry in PW magnitude (McDunn et al., 2013). The O2 IR nightglow emission is a product of 3body reaction that occurs in areas of converging circulation. The nightglow becomes a valid tracer of circulation due to the chemical sources (atomic oxygen) largely produced on the dayside through photolysis (CO2 and O3). Chemical species (CO2, O3, O, etc.) are then transported by the circulation (day to night; equator to pole) to a region of favorable condition for recombination and subsequent de-excitation (i.e., emission). The O2 IR nightglow emission at Mars produces a lower intensity compared to Venus and Earth, however it has been observed by orbital missions; Mex/OMEGA (Bertaux et al., 2012), Mex/SPICAM (Fedorova et al., 2012), and MRO/CRISM (Clancy et al., 2012, 2013). As with the PW, the nightglow is observed over high northern and southern latitudes between 40 – 60 km in altitude. The observational trends of the vertically integrated emission are: (1) the northern winter solstice has more intense emission than the southern winter solstice, and (2) the lowest peak altitude occurs during northern winter solstice. These trends seem to support the general concept of the role of the mean meridional circulation, unlike some of the PW trends (Clancy et al., 2012). Past numerical modeling has been focused on either PW or the O2 IR nightglow, but not both. In general, numerical models seem to under-predict the PW and over-predict the O2 IR nightglow emission in comparison to observations (e.g., Haberle et al., 1982; Barnes and Haberle, 1996; Wilson, 1997; Forget et al., 1999; Clancy et al. 2012, 2013). The observations are suggesting these two features, which are driven by the same circulation and are co-located, respond to the mean meridional circulation differently with respect to seasons. We will investigate the seasonal behavior of these features with respect to different atmospheric conditions and evaluate the trends. Methods: The current NASA Ames Mars Global Climate Model (MGCM), as described in Kahre et al., (this meeting), is utilized to characterize the seasonal response of PW and the O2 IR nightglow emission to different dynamical drivers and their correlations simultaneously. Examining the drivers of PW and O2 IR nightglow emission will provide a deeper The O2 IR nightglow volume emission rate (VER) is calculated using the following expression: E(O2*)=(a*k1*[O]*[O]*[CO2]) / (1+t*(kco2*[CO2])) where a is the total yield of O2*, k1 is the rate coefficient for the three-body recombination reaction, [O] and [CO2] are concentrations for each specie, t is the lifetime by radiative relaxation of O2*, kco2 is the quenching coefficient for CO2. Current values for this simulation are: a = 0.75, k1 = 2.5*5.2e35*exp(900/T) cm6 s-1, t = 3800 s, kco2 = 2.0e-20 cm3 s-1. Some of these values are not well known, so sensitivity tests will need to be conducted. Preliminary Results: Polar Warming. Figure 1 demonstrates the nightside polar warming calculated from the MGCM. For this simulation, Ls = 90 (Fig. 1 top) has minimal (~15 K in northern hemisphere) to no PW. The MCS derived PW for Ls=90 was less than 15 K during MY 29 in both hemispheres. However, MY 30 had a maximum of ~30 K in the southern hemisphere and ~15-20 K in the northern hemisphere (McDunn et al. 2013). Figure 1: Polar warming for cloud case. Night time (22-2 LT), zonal average, binned 10 Ls, 5 Lat. understanding of the meridional circulation and how it impacts transport of other elements (e.g., water, dust). The work shown here uses a single MGCM set up. We use a background dust scenario, which is constructed from the Montabone scenarios (MY29-34) by identifying the spatially and seasonally varying minimum value of the multi-year record to filter out the influence of episodic regional dust storms. For this specific application, the dust scenario is zonally averaged. The vertical dust distribution is governed by a latitudinally and seasonally varying prescription similar to Forget et al. (1999). The water ice clouds are radiatively active and solar flux is set for solar moderate conditions. Orographic and nonorographic gravity waves are not enabled for this simulation. The simulated fields are binned in Ls (10) and latitude (5), zonally averaged, specifically looking at nightside (local time = 22-02). The polar warming magnitude is quantified as described in McDunn et al., 2013: △pT(Lat) = [TLat – T2]p; LatT2< Lat ≦ T1, where T1 is the largest bin-averaged temperatures in each hemisphere, T2 is the smallest bin-averaged temperature between LatT1 and the equator, LatT1 is the latitude of T1 and LatT2 is the latitude of T2. Following McDunn et al. (2013) temperature enhancement larger than 15 K is used to identify PW. Figure 2: O2 IR nightglow volume emission rate for cloud case. Night time (22-2 LT), zonal average, binned 10 Ls, 5 Lat. The northern winter solstice (Ls= 270; Fig. 1 bottom) has PW magnitudes as large as 70 K in the northern hemisphere and ~20 K in the southern hemisphere. The MCS derived PW for Ls = 270 was largest overall in MY 28 with the maximum northern hemisphere ~ 50 K and southern hemisphere ~30 K. This Mars year also had a solstitial-season global dust storm. Both MY 29 and MY 30 resulted in northern hemisphere PW ~30 K and southern hemisphere PW ~15 K (McDunn et al., 2013). This general trend of the simulated larger PW near northern winter solstice compared to southern winter solstice is consistent with the expected seasonal variation in the strength and extent of the mean meridional Figure 3: Maximum values of polar warming and log O2 IR nightglow volume emission rate with respect to solar longitude (Ls). Night time (22-2 LT), zonal average, binned 10 Ls, 5 Lat. [Top] Northern hemisphere and [Bottom] Southern hemisphere. circulation. However, the simulated behavior of the northern hemisphere PW at Ls=90 being larger than the southern hemisphere is not expected. O2 IR Nightglow Emission. Figure 2 demonstrates the simulated nightside O2 IR nightglow VER. This simulation demonstrates the nightglow to be largest in the winter hemisphere with respect to solar longitude. The maximums are similar in magnitude for the southern winter solstice (Ls=90; Fig. 2, top) and northern winter solstice (Ls=270; Fig. 2, bottom) which would seem counter to what would be expected. The mean meridional circulation is observed to be stronger during Ls = 270, as the PW magnitudes in Figure 1 supports. Further examination and results will be compared to Clancy et al. 2012 and 2013, which discusses the MARCI CRISM O2 IR nightglow emission observations. Correlation. As discussed above, these features are driven by the same circulation and have been observed in similar spatial regions. Figure 3 shows how the simulated maximum polar warming and O 2 IR VER vary seasonally; with the top panel representing the northern hemisphere and the bottom panel representing the southern hemisphere. In the north, the O2 IR VER has a sinusoidal pattern, with a minimum near Ls=~100 and a maximum near Ls=~270. PW has a similar sinusoidal pattern but with an extra sizable decrease Ls=~205. The southern hemisphere shows the two features trending in opposite directions around Ls = 90 and then both trending toward a minimum near Ls = ~290. Clancy et al. (2012, 2013) presented the correlation between CRISM observed O2 IR nightglow emission and MCS temperatures for Ls = 74-137, Lat=70-90 S, and altitude range of 50-60 km. They found the two features to be anticorrelated, as did the GCM results within that study. They claim, based on the southern hemisphere observations, that the correlation with adiabatic heating with O2 IR nightglow emission is not very strong, but it seems to be largely dependent on the temperature dependent rate constant. Future Work: We will examine the behavior of the PW and O2 IR nightglow VER and correlate their seasonal behaviors to provide more knowledge on the meridional circulation. We will extend the work of Clancy et al. (2012, 2013) by studying the full Martian year. The thermal and wind field, along with mass stream functions will also be reviewed. Moreover, several sensitivity cases will be conducted to investigate the relative importance of thermal (clouds and dust) and wave-induced forcing on the correlation between PW and O2 IR nightglow VER, thus the meridional circulation. References: Barnes and Haberle, J. Atmos. Sci., 53, 1996; Bertaux et al., J. Geophys. Res., 117, 2012; Bougher et al., Planet. Space Sci., 54, 2006; Clancy et al., J. Geophys. Res,. 117, 2012; Clancy et al., J. Geophys. Res,. 118, 2013; Conrath et al., J. Geophys. Res., 78, 1973; Conrath et al., Icarus, 24, 1981; Deming et al., Icarus, 66, 1986; Fedorova et al., Icarus, 219, 2012; Forget et al., J. Geophys. Res., 104, 1999; Forget et al., J. Geophys. Res., 114, 2009; Haberle et al., Icarus, 50, 1982; Jakosky and Martin, Icarus, 72, 1987; Keating et al., Third International Mars Polar Science Conference, 8033, 2003; Kleinbohl et al., J. Geophys. Res., 114, 2009; Martin and Kieffer, J. Geophys. Res., 84, 1979; McCleese et al., J. Geophys. Res., 112, 2007; McCleese et al., Natrue Geoscience, 1, 2008; McCleese et al., J. Geophys. Res., 115, 2010; McDunn et al., J. Geophys. Res. Planets, 118, 2013; Smith et al., J. Geophys. Res. Planets, 106, 2001; Tolson et al., J. Spacecraft and Rockets, 44, 2007; Wilson, Geophys. Res. Lett., 24, 1997