Online Resource 1 1 Methods for measuring leaf area index and abiotic contrasts 2 Abiotic factors are determined to a large extent by physical factors, and the influence of plant 3 communities on these factors depends mostly on canopy structure and plant community 4 architecture, and to a smaller extent on environmental physiology of the plants, e.g. transpiration 5 and energy balance. For the small distances between plant communities dealt with in this study, we 6 decided early on to focus on accuracy and resolution in our measurement of abiotic factors at the 7 expense of repetition of measurements in a number of plots. This allowed us to find subtle 8 differences in the factors that may have been invisible to coarse sensors that could be scattered in 9 more locations for the same price. As an example of the above, the same instrumentation used here 10 has been used to measure gradients in temperature and humidity in and above crop canopies (e.g. 11 Tanny et al. 2006, 2010). In that kind of study there is no need for replication because boundary 12 layers vary little from leaf to leaf, but it would be impossible to get the necessary detail with 13 currently available small, stand-alone logging sensors. 14 S1.1. Leaf area index (LAI) 15 Leaf area index was determined by gap fraction analysis of radiation transmission measurements 16 (Welles and Cohen 1996). Measurements were made with a portable SunLink ceptometer (Decagon 17 Devices, Inc., Pullman, WA, USA), which is a linear array of 80 photo-sensors at 1-cm intervals. 18 The SunLink was connected to a CR-10X data-logger (Campbell Scientific, Logan, UT, USA), and 19 the output of each sensor was recorded. Measurements were made in one plot of the control 20 (undisturbed) treatment at each site on five representative individuals of the local dominant LM 21 species and repeated for one day at approximately monthly intervals at each site during the winter 22 and spring of 2006/7. On each day of measurement, and for each individual, radiation transmission 23 was measured at three times of the day and for each cardinal direction. 24 1 Calculation of LAI using this method is described elsewhere (Cohen et al. 1997; Schiller et al. 1 2003). In our case LAI of the LM species was desired and not that of the plot, so measurements 2 analyzed were those made below the LM canopy in a regular pattern, as opposed to the large regular 3 grids used in previous studies. Where the canopy was smaller than the length of the SunLink probe 4 the group of sensors below the canopy was selected for analysis. 5 6 S1.2. Microclimate measurements 7 Microclimate in the canopies was measured with high resolution and high accuracy meteorological 8 instrumentation. This allowed determination of relatively small contrasts between microsites 9 located at small distances from each other. However, since the instrumentation was all wired to one 10 data-logger, the distance between sensors was limited and only one plot could be measured at each 11 research site. A meteorological mast was deployed in a relatively open location. Its instrumentation 12 included a data-logger (CR10X) and multiplexer (AM16/32) and a shielded HMP35C temperature 13 and relative humidity probe 1.5 m above ground (from Campbell Sci., Logan UT). Measurements of 14 air temperature and humidity (expressed as water vapor pressure in Pa) in the vegetation patches 15 were made a few cm above the ground with aspirated wet/dry bulb psychrometers containing 16 thermocouple sensors wired to the data-logger on the mast. Additional shaded thermocouples 17 measured air temperature at additional locations. Temperature resolution was better than 0.1°C, and 18 since all measurements were made with the same data-logger, accuracy of temperature differences 19 was the same. Relative humidity measured this way covered the full range (0–100%) with high 20 accuracy. 21 S1.3. Air-temperature contrast 22 The daytime course of air temperature at ground level was determined in five randomly selected 23 pairs of modulated patches and adjacent unmodulated areas, in one plot of the control treatment at 24 each site. Measurements were for one day per site and repeated at approximately monthly intervals 25 2 throughout the winter and spring of 2006/7. Because temperatures and temperature contrasts change 1 continuously during the day, we based the contrast calculation on maximum daily temperatures in 2 both modulated patches and un-modulated areas. We normalized temperature data to make them 3 comparable among sites and days: in both modulated patches and un-modulated areas we subtracted 4 the maximum air temperature at the meteorological mast from that at ground level. The air- 5 temperature contrast between modulated patches and un-modulated areas at a given site was defined 6 as 1 – (dTM/dTUM), where dTM/dTUM is the slope of the linear regression line between the 7 normalized maximum temperatures in modulated patches and un-modulated areas (TM and TUM, 8 respectively), based on measurements in five patch pairs on five dates. 9 10 S1.4. Air-humidity contrast 11 Psychrometers at ground level were in three randomly selected pairs of modulated patches and 12 adjacent unmodulated areas in one plot of the control treatment at each site (i.e., six psychrometers), 13 and yielded continuous measurements during the five measurement days. For each patch at each site 14 we examined the changes in humidity during the day, chose time periods during which the humidity 15 was relatively constant, and averaged the values recorded during these periods to obtain a single 16 value. Stable humidity was usually found during 1–4 h between 1030 and 1500 during daytime and 17 during 1.25–2.5 h between 2000 and 0030 at night. We normalized humidity data to make them 18 comparable among sites and days: in both modulated patches and un-modulated areas we subtracted 19 the average absolute air humidity at 1.5 m above ground level from that at ground level, as 20 measured on the same day. The air-humidity contrast between modulated patches and un-modulated 21 areas at a given site was defined as 1 – (dHM/dHUM), where dHM/dHUM is the slope of the linear 22 regression line between the absolute humidity in modulated patches (HM) and that in un-modulated 23 areas (HNW), based on values measured in three patch pairs on five dates. 24 25 3 References 1 Cohen S, Sudhakara Rao R, Cohen Y (1997) Canopy transmittance inversion with a line quantum 2 probe in a row crop. Agr Forest Meteorol 86:225–234. Schiller G, Ungar ED, Moshe Y, Cohen S, Cohen Y (2003) Estimating water use by sclerophyllous 3 4 species under east Mediterranean climate: II. The transpiration of Quercus calliprinos Webb. in 5 response to silvicultural treatments. Forest Ecol Manag 179:483–495. 6 Tanny J, Dicken U, Cohen S (2010) Vertical variation in turbulence statistics and energy balance in a banana screenhouse. Biosyst Eng 106:175–187. Tanny Y, Haijun L, Cohen S (2006) Airflow characteristics, energy balance and eddy covariance measurements in a banana screenhouse. Agr Forest Meteorol 139:105–118. Welles J, Cohen, S (1996) Canopy structure measurement by gap fraction analysis using commercial instrumentation. J Exp Bot 47:1335–1342. 7 8 9 10 11 12 13 4