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Methyl Bromide and Sulfuryl Fluoride Gas Leakage Rates from Structures Dr. Watcharapol Chayaprasert 1,2 Dr. Bhadriraju Subramanyam 1 Dr. Dirk E Maier 1 1 Grain Science and Industry Department, Kansas State University, Manhattan, KS, USA 2 National


  1. Methyl Bromide and Sulfuryl Fluoride Gas Leakage Rates from Structures Dr. Watcharapol Chayaprasert 1,2 Dr. Bhadriraju Subramanyam 1 Dr. Dirk E Maier 1 1 Grain Science and Industry Department, Kansas State University, Manhattan, KS, USA 2 National Agricultural Machinery Center, Kasetsart University - Kamphaengsaen, Nakhonpathom, Thailand A Hands-on Workshop on Methyl Bromide Alternatives, May 11-13, 2010

  2. Introduction • During typical structural fumigations, do MB and SF show different gas dynamics (for example leakage rates and gas distribution)? • Problem – when the two gases are compared, environmental conditions generally are not analyzed in details and sealing quality is assumed the same 80 Comparable Concentration (oz/ 1000 ft 3 ) leakage rate? 60 40 20 0 0 4 8 12 16 20 24 Time (hour)

  3. Introduction • Research at Purdue University and Kansas State University – Fumigation experiments and simulations for the past six years and continuing – A number of fumigation experiments in flour mills – Computer models of the fumigation process

  4. Fumigation Simulations • Chayaprasert, W., D.E. Maier, K.E. Ileleji and J.Y. Murthy (2008). Development and validation of Computational Fluid Dynamics models for precision structural fumigation . Journal of Stored Products Research. 44: 11-20 • Chayaprasert, W., D.E. Maier, K.E. Ileleji and J.Y. Murthy (2009). Effects of weather conditions on sulfuryl fluoride and methyl bromide leakage during structural fumigation in a flour mill . Journal of Stored Products Research. 45: 1-9

  5. Model • Based on a commercial reference flour mill • Takes into account leakages created by wind and buoyancy forces – Input: weather conditions, type of fumigant, amount released, etc. – Output: gas concentration readings

  6. Simulations • MB and SF fumigation simulations performed with hourly average weather data around the Independence Day and Labor Day of 1996 – 2006 – 11 MB fumigations on each of Independence and Labor Days – 11 SF fumigations on each of Independence and Labor Days • Fumigation practices were the same – Gas introduction and monitoring locations – Sealing quality – Exposure time

  7. Half-Loss Time 30 SF MB 20 HLT (hr) 10 0 96 97 98 99 00 01 02 03 04 05 06 Year 30 SF MB 20 HLT (hr) 10 0 96 97 98 99 00 01 02 03 04 05 06 Year

  8. Findings • Leakage rates (i.e., half-loss time) largely depends on weather conditions during fumigation • Under the same weather and sealing conditions, leakage rates of MB and SF are similar  These findings were based on computer simulations  Would we obtain similar findings in actual fumigations?

  9. Experiments at Hal Ross Flour Mill • As many controlled parameters as possible • Two MB and two SF fumigations in one single building • Almost identical sealing quality verified by building pressurization tests • Continuous weather condition and gas concentration monitoring Fumigation # MB1 SF2 MB3 SF4 6:40 PM 6:00 PM 2:50 PM 2:45 PM Starting time May 6 th May 27 th Aug 11 th Aug 19 th  24  24  24  24 Exposure (hr)

  10. Experimental Setup • Weather station (temperature, RH, wind, solar radiation, barometric pressure) • Temp/RH logger (one point on each floor)

  11. Experimental Setup • Gas concentrations continuously monitored at 6 locations evenly distributed on each floor KSU Hal Ross Flour Mill Building Layout 1-5/ 1-6 4 1 1-3 2 3 5 6 1-4 1-1 1-2

  12. Pressurization Test • Flow rate VS Pressure – Good seal  Lower flow rate at any given pressure Worse seal 3 Flow rate (m3/ s) 2 Better seal 1 0 0 20 40 60 80 100 Pressure (Pa)

  13. Pressurization Test • Sealing quality of MB1, SF2 and MB3 fumigations was identical • Pressure test result of SF4 experiment was adversely affected by strong outdoor wind  Assuming best sealing quality of SF4 experiment, sealing quality of all fumigations was the same 3 Flow rate (m3/ s) 2 M B1 SF2 M B3 SF4 1 0 0 20 40 60 80 100 120 140 Pressure (Pa)

  14. Gas Concentration: MB1 HLT  111 hr HLT  HLT  16.4 hr 10.2 hr

  15. Gas Concentration: SF2 HLT  19.7 hr

  16. Gas Concentration: MB3 HLT  26 hr

  17. Gas Concentration: SF4 HLT  HLT  9.9 hr 26.1 hr

  18. Discussion • Both MB and SF were evenly distributed throughout the building • Both MB and SF fumigations showed varying HLTs • Sealing quality was the same, but different HLTs were observed  What caused these differences?  Can the weather data explain this?

  19. Gas Concentration: MB1 10.2hr HLT 16.4hr HLT Avg spd 111hr HLT Avg spd = 7.12 Avg spd = 3.52 = 1.65

  20. Gas Concentration: SF2 19.7hr HLT Avg spd = 3.67

  21. Gas Concentration: MB3 26hr HLT Avg spd = 2.16

  22. Gas Concentration: SF4 9.9hr HLT Avg spd = 6.9 26.1hr HLT Avg spd = 3.0

  23. Discussion • Wind speed data are consistent with the observed HTLs • Small fluctuations of wind could not be picked up by gas monitoring  How about buoyancy and barometric pressure pumping forces?

  24. Barometric Pressure

  25. Temperatures 35 35 30 30 Temperature (C) Temperature (C) Flr 1 Flr 1 25 25 Flr 2 Flr 2 Flr 3 Flr 3 20 20 Flr 4 Flr 4 MB1 SF2 Flr 5 Flr 5 15 15 Outside Outside 10 10 0 5 10 15 20 25 0 5 10 15 20 25 Elapsed time (hr) Elapsed time (hr) 35 35 30 30 Temperature (C) Temperature (C) Flr 1 Flr 1 25 25 Flr 2 Flr 2 Flr 3 Flr 3 20 20 Flr 4 Flr 4 Flr 5 Flr 5 MB3 SF4 15 15 Outside Outside 10 10 0 5 10 15 20 25 0 5 10 15 20 25 Elapsed time (hr) Elapsed time (hr)

  26. Relative Humidity 100 100 80 80 Flr 1 Flr 1 60 60 RH (%) RH (%) Flr 2 Flr 2 Flr 3 Flr 3 40 40 Flr 4 Flr 4 Flr 5 Flr 5 MB1 SF2 20 20 Outside Outside 0 0 0 5 10 15 20 25 0 5 10 15 20 25 Elapsed time (hr) Elapsed time (hr) 100 100 80 80 Flr 1 Flr 1 60 60 RH (%) RH (%) Flr 2 Flr 2 Flr 3 Flr 3 40 40 Flr 4 Flr 4 Flr 5 Flr 5 20 20 Outside Outside MB3 SF4 0 0 0 5 10 15 20 25 0 5 10 15 20 25 Elapsed time (hr) Elapsed time (hr)

  27. Solar Radiation

  28. Discussion • Clear-cut correlations between buoyancy and pressure pumping forces and HLTs could not be established – Their effects might be overshadowed by the wind effect – More data analyses will be conducted after the final set of experiments • Despite variations in outside temperature, RH and solar radiation, inside temperatures and RHs were relatively stable – Relatively airtight building – The heat transfer, generation and accumulation rates were balanced – Similar observations can be expected for buildings with the similar airtightness level

  29. Summary of Results MB1 SF2 MB3 SF4 6:40 PM 6:00 PM 2:50 PM 2:45 PM Starting time May 6 th May 27 th Aug 11 th Aug 19 th Exposure (hr) 24 24 24 24 Total gas used (kg) 181 (400 lb) 567 (1250 lb) 159 (350 lb) 511 (1125 lb) Inside temp (C) 22 - 23 23 - 26 27 - 31 28 - 32 Outside temp (C) 15 - 29 14 - 26 19 - 34 16 - 27 Inside RH (%) 39 - 50 34 - 44 40 - 60 40 - 55 Outside RH (%) 37 - 91 25 - 88 30 - 90 45 - 95 Avg wind spd (m/s) 1.65, 3.52, 7.12 3.67 2.16 3.0, 6.9 HLT (hr) 111, 16.4, 10.2 19.7 26 26.1, 9.9 Ct product (g-hr/m 3 ) 283 - 327 923 - 1191 268 - 318 663 - 1003

  30. Findings • Fumigation experiments at Hal Ross Mill confirmed the previous findings • SF and MB showed similar gas distribution and leakage characteristics – Inside gas distributions were dominated by circulation fans – Leakage rates were influenced by environmental conditions – For these particular experiments, wind was the dominating factor

  31. Findings • Sealing effectiveness can be determined by pressurization testing ahead of a fumigation – By itself, it cannot predict HLT – It can differentiate a "well" vs "poorly" sealed facility  How can we use the pressurization test to predict HLT more accurately?

  32. Superposition • Quadratic superposition method • Used by the HVAC industry to quantify air infiltration in houses for energy saving and in-door air quality purposes A      2 2 2 L Q Q Q C t C U s w s w 1000 ln(2) V  HLT 3600 Q 32

  33. Superposition Stack coefficient Leakage due to stack effect Equivalent leakage area Wind coefficient ? Total leakage rate A      2 2 2 L Q Q Q C t C U s w s w 1000 Temperature difference Wind velocity Leakage due to wind effect Could be estimated by pressurization test and computer simulation 33

  34. Thank You

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