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Diesel-Induced Fires: A Look at Enhancing
       Safety with Droplet Science




             Albert Ratner, Ph.D.
             Associate Professor
              University of Iowa
Disclaimer
• The contents of this report reflect the view of
  the authors, who are responsible for the facts
  and the accuracy of the information presented
  herein. This document is disseminated under
  the sponsorship of the Department of
  Transportation university Transportation
  Center Program, in the interest of information
  exchange. The U.S. Government assumes no
  liability for the contents or use thereof.
University of Iowa
The Need for Fire-Safe Fuels
 •   The September 11th attacks showed the
     severity of mist-triggered explosions
      •   Ruptured fuel tanks released a fraction
          (1000-3000 gallons) of the total fuel in
          the fuel tanks throughout the building in
          the form of a fine mist
      •   An ignition source ignited the mist into a
          fireball
      •   Burning fuel was spread throughout the
          building
      •   Pool fires ignited building materials and
          began to weaken the structure due to the
          extremely high temperatures of the fire
      •   The structure collapsed
Issues with Ground Transportation Vehicles
  •   Approximately 31 highway fires are responded to every hour,
      and one person is killed every day due to vehicle fires in the
      US (National Fire Protection Association, 2010)
  •   Between the years 2003 and 2007, it was estimated that
      there were approximately 287,000 vehicle fires, 1525 injuries,
      and 480 deaths annually associated with vehicle fires
  •   Collisions accounted for only 3% of all vehicle fires but for
      over half of the deaths (58%)

  * From “Crash and burn? Vehicle, collision, and driver factors that influence motor
     vehicle collision fires” by T.L. Bunn, S. Slavova, M. Robertson, Accident Analysis
     and Prevention 47 (2012) 140– 145
Approaches to Inhibit Misting & Fire
•   Gelled fuel
    •   Prevents the ability of fuel to form a fine mist
    •   Limits the ability of the fuel to be pumped and
        to serve in other areas of the fuel system
        (hydraulic fluid, coolant, and lubricant)
•   Emulsified fuel
    •   Encapsulates fuel within a thin film of
        immiscible, low-flammability liquid
    •   Typically requires fuel droplets to be
        suspended within another fluid
•   Polymeric additives
    •   Allows for increased elongational viscosity
        while continuing regular flow through the fuel
        system
    •   Requires mechanical degradation device before
        the fuel reaches the combustor
Outline


 •   History/Defining the Problem
 •   Initial Testing
 •   Selecting a Workable Lab-Scale Experiment
 •   Issues with Droplets
 •   Droplet Testing
 •   Droplet Modeling
 •   Research Conclusions
 •   Future Directions
Requirements for an Effective Fire-Safe Fuel
•   Effective fire protection under survivable crash conditions
•   Can be introduced at the refinery – cost effective quality control
•   Effective at low concentration with acceptable flow behavior
•   Resistant to unintentional degradation
•   Soluble over relevant temperature range (-60 to 120 °F)
•   No affinity for water
•   Friendly to transportation, storage, and vehicle materials
•   Degrades under high pressure and temperature in the combustion
    chamber – eliminates need for a mechanical or chemical degrader
•   No unwanted engine emissions
•   Acceptable cost
Main Components of a Fuel System

 •   Primary fuel tanks

 •   Boost pumps

 •   Fuel/Oil heat exchanger

 •   Fuel hydraulic systems

 •   Main fuel pump

 •   Combustor
Combustion Chamber
•   Fuel enters into the cylinder through spray nozzles
•   The fuel enters the nozzle at pressures ranging from 700-1200 psi
•   Fuel exits the nozzle at about 30 m/s
Additional concerns: Material compatibility
  • Fuel Pumps
      • Aluminum C355, 2219
      • Tool steel or stainless steel
  • Fuel Controls
      • Aluminum AMS 4225, A201, 2219
  • Valves
      • Stainless steel 440C
  • Actuator
      • Aluminum, stainless steel, titanium
  • Elastomer Seals
      • Nitrile, fluorosilicone, fluorocarbon

  Note: Materials both within the fuel tank and on fuel system components
  must be compatible with both the fuel and any additives introduced to
  the fuel
Refinery
•   Raw crude oil is sent to distillation tanks to be separated into
    various products through boiling
•   Fuel is further separated by chemical processes
•   Fuel is produced by both distillation and chemical treatment
Fuel shipment

•   Usually, fuel for commercial use is transported by pipeline and
    truck
•   Pipelines are generally used for shipments in excess of
    400,000 gallons
•   Intermediate terminals serve to house fuel for distribution
•   During fuel transport, contaminants enter the fuel (such as
    water and particulates) which must be removed prior to use

                        Direct Pipeline




             Refinery            Intermediate Terminal   Retail
                                                         Outlet
Additional Fuel Requirements
•   Fuel must be able to pass through any filtering

•   Sit in storage

•   Survive all transport methods (shipping, pipeline, and trucking)
Problem Definition

•   Modified fuel mixture must meet safety needs

•   Serve as an effective hydraulic fluid and coolant, and possibly
    lubricant

•   Easily transported without degradation of the modified fuel

•   Compatible with storage facilities

•   Cost effective, with little or no modification to current fuel
    production methods
Initial Testing Procedures
Test 1 – Fire Protection at Survivable Crash
    Conditions
•    A post-polymerization modified polybutadiene (2-3x106 MW)
     was tested to gain understanding about the ideal
     concentration at which mist-suppression would occur


•    For each concentration of polymer/fuel mix, two sticker
     concentrations were also tested to find the optimum
     concentration that most effectively met the goals of this
     project
                                                      IGNITER
                                  6 in Diameter

                                                                40°




                 BLOWER   WIND TUNNEL        28 m/s




                                         CAMERA
2nd Testing Procedure

•   Paint sprayer will be used to produce a very fine mist of fuel
•   Modified polymer samples of fuel will be tested for the
    purpose of observing the resulting misting
Initial Testing Results

•   Polymer modified fuel resists misting at a range of velocities
•   Pumping or re-circulation of the fuel broke the polymer down
    and significantly decrease the fire protection
•   Recent lab work has focused on associative polymers
Performance at Large Scale




                                                1 inch



                              1 inch
                                       Jet-A and Unmodified Polybutadiene
                                       California Institute of Technology, July 2004
 Poly-Ox and Water
 China Lake, September 2002
Initial Testing Conclusions

•   Polymer modification of fuel works at typical survivable crash
    conditions
•   Low pressure pumping had no detrimental effect on polymer-
    added fuel
•   These testing methodologies do not provide the type of
    quantitative data that can be used to drive polymer
    development
•   A simpler, more repeatable experiment is required
Developing the Next Round
  of Testing Procedures
Different Scenarios of Drop impacts

•   Outcomes influenced by:
•   Drop properties: impact
    speed, geometry, surface
    tension, viscosity,
    roughness, etc.


•   Impacted surface: dry or
    liquid surface


•   Surroundings: at the
    normal or higher pressure


                                Source: Rein, M., Phenomena of liquid drop
                                impact on solid and liquid surfaces. Fluid
                                Dynamics Research, 1993. 12: p. 61-93.
Drop Impact on a Dry Solid Surface (3 modes)


                                                                       spreading


                                                                       splashing




                                                                       bouncing




 Source: Rioboo, R., C. Tropea, and M. Marengo, Outcomes from a drop
 impact on solid surfaces. At. Sprays, 2001. 11: p. 155-165
Drop Impact on Solid Surfaces

    Interplay of capillarity, viscosity and inertia forces

                            Drop Spreading
               • Kinematic phase - Thin lamella formation
               • Spreading phase - Deceleration of lamella;
          D0
                rim formation
               • Relaxation phase – Attaining maximum
                diameter; change of contact angle
               • Equilibrium/Wetting phase



                                                    d m ax
                Maximum Spread Factor        m ax
                                                     D0

                Splash Threshold – Non-splash to splash
 d m ax
Four Stages of Drop Impact
                     Lamella                          Capillary waves


                                                                        Kinetic Phase –
                                                                        Kinetic Energy


                                                   Hydrocarbon
                                                   drops
                                                                        Spreading Phase
                                                                        – Surface Tension
                                                                           & Viscosity



                                                                        Relaxing Phase &
                                                                        Wetting Phase –
                                                                         Capillary Waves
Source: Rioboo, R., M. Marengo, and C. Tropea, Time evolution of
liquid drop impact onto solid, dry surface. Experiments in Fluids,
2002. 33: p. 112-124.
Drop Impact as a Tool

•     Non-Newtonian liquids exhibit shear-dependent viscosity
•     An impacting drop exhibits strain rates from very high values
      to nearly zero.




Idea: Identify non-Newtonian effects in drop impacts by comparing
impact results for a non-Newtonian liquid to a Newtonian liquid

    Drawbacks:
       • High quality and high speed imaging techniques required
       • High strain rates are confined in the thin expanding lamella
Experimental Arrangement
•   Liquids used: Ethanol, Methanol, cetane, n-propanol, diesel
•   Drop sizes: 2.0 mm - 2.6 mm
•   Impact speed: 1.5 – 3.5 m/s
•   Pressure: 1 – 12 atm.
Experimental Procedure
Splashing tests
                      •        Methanol and Ethanol used as test liquids
                      •        At Threshold Pressure first droplets
                               separated from the main drop at low
                               angles to the impact surface.
Spreading tests
                                               (a) No splash at 1.4 bars (b) Splash
  • Diesel, propanol and Cetane tested from    inception at 1.55 bars for impact
                                               speed of 2.15 m/s
    constant needle height.
  • Ethanol tested at constant impact speed of
    1.75 m/s
                      2                                        Drop deformation due to
                                                                                                     DS
                                                               gas drag
Impact speed (m/s)




                     1.8

                     1.6                                                             1
                                                                                           DL
                                                                            2        3
                     1.4                                            Deq   (DL DH )
                     1.2

                      1                                                                  d lamella
                           2                7             12
                                Chamber Pressure (bars)                                  d contact
Computational Modeling
Computational Modeling Objectives

•   Study the effect of fluid properties and impact characteristics


•   Extend the existing theoretical models of drop behaviors from
    water to hydrocarbon as applicable


•   Develop a new model with lower computational cost & higher
    accuracy than those currently available


•   Use the model and the experimental results to drive polymer
    development
Key Modeling Issue Dynamic Contact Angle




                             Singularity

   The moving contact line              No-slip boundary condition




                             Problems
(1) How to describe the behavior     (2) How to remove the shear-
 of macroscopic contact angle?             stress singularity?
Experiments: Evolution of Contact Angle
                        180                                                                                                      120
                                                                                                                                                        I                II
Dynamic Contact Angle




                        150                                               I            II




                                                                                                               Dynamic Contact Angle
                                                                                                                                       90
                        120

                        90                                                                                                             60

                        60           1.6 m/s
                                                                                                                                                  2.40 m/s
                                     1.2 m/s                                                                                           30
                        30                                                                                                                        2.75 m/s
                                     0.7 m/s
                                                                                                                                                  3.05 m/s
                         0                                                                                                              0
                              0.01         0.1           1                                           10                                     0.1           1           10          100
                                      Non-dimensional Time (tu/D)                                                                                   Non-dimensional Time (tu/D)
                                     (a) Diesel drops                                                                                             (b) Methanol Drops
                                                                         0.01        0.1                  1                                  10
                                                                   180          I              II                                       III                  1.8
                                           Dynamic Contact Angle




                                                                   150                                                                                       1.5

                                                                   120                                                                                       1.2


                                                                                                                                                                   d/D
                                                                   90                                                                                        0.9

                                                                   60                                                                                        0.6

                                                                   30                      4.1 m/s            1.41 m/s                                       0.3
                                                                                           1.04 m/s           d/D
                                                                    0                                                                                        0
                                                                         0.01       0.1         1           10
                                                                                    Non-dimensional Time (tu/D)

                                                                                    (c) Glycerin Drops
Experiments: Evolution of Spread Diameter (1)




                                6
                                                                      Diesel (u=1.6 m/s)
                                5                                     Diesel (u=1.2 m/s)
          Spread Factor (d/D)




                                                                      Diesel (u=0.7 m/s)
                                4
                                                                      Methanol (u=2.33 m/s)
                                3                                     Methanol (u=2.75 m/s)
                                                                      Methanol (u=3.05 m/s)
                                2                                     Glycerin (u=4.1 m/s)
                                                                      Glycerin (u=1.4 m/s)
                                1                                     Glycerin (u=1.04 m/s)
                                                                      f=2.8*(t^0.5)
                                0
                                 0.01   0.1         1          10
                                        Non-dimensional Time (tu/D)

                            Spread factors of various cases in the kinetic phase
                            compared with the power law (Rioboo et al., 2002)
Experiments: Evolution of Spread Diameter (2)




                             6
                                                                            Diesel (u=1.6 m/s, Oh=0.0155)
                             5
                                                                            Diesel (u=1.2 m/s, Oh=0.0155)
       Spread Factor (d/D)




                             4                                              Diesel (u=0.7 m/s, Oh=0.0155)
                                                                            Methanol (u=2.33 m/s, Oh=0.0027)
                             3                                              Methanol (u=2.75 m/s, Oh=0.0027)
                                                                            Methanol (u=3.05 m/s, Oh=0.0027)
                             2
                                                                            Glycerin (u=4.1 m/s, Oh=0.2673)
                             1                                              Glycerin (u=1.4 m/s, Oh=0.2673)
                                                                            Glycerin (u=1.04 m/s, Oh=0.2673)
                             0
                                 0.1                 1                 10
                                         Non-dimensional Time (tu/D)
                                       Spread factors of various cases in the spreading phase
Experimental/Numerical Comparison




   Computer generated images compared with photographs of a diesel
   drop impacting a glass surface with an impact velocity of 1.6 m/s
Numerical Results
                                                    0.01             0.1            1                    10                                                                                    0.01         0.1                 1                                  10
                                                4              Expt.                                                       160                                                             4           Expt.                                                            160
                                                                                                                                                                                                       SCA
                         Spread Factor (d/D)




                                                                                                                                                                     Spread Factor (d/D)
                                                               SCA
                                                               SCA-DCA                                                                                                                                 SCA-DCA
                                                3                                                                          120                                                             3           Kistler's                                                        120
                                                               Kistler's
                                                                                                                                                                                                       theta
                                                               theta
                                                2                                                                          80                                                              2                                                                            80


                                                1                                                                          40                                                              1                                                                            40


                                                0                                                                          0                                                               0                                                                             0
                                                    0.01            0.1             1
                                                                 Non-dimensional Time (tu/D)             10                                                                                    0.01         0.1            1
                                                                                                                                                                                                        Non-dimensional Time (tu/D)                                10

                                                           Diesel: u = 1.6 m/s                                                                                                                         Diesel: u = 0.7 m/s
                                               0.1                         1                   10                                                             0.01                                    0.1               1
                                 7                          Experiment                              120                                                  2                                                                           180

                                                                                                                                  Spread Factor (d/D)
                                                            SCA-DCA                                                                                                                                                                                               1.8
                                                                                                          Dynamic Contact Angle




                                                                                                                                                                                                                                          Dynamic Contact Angle
                                 6                                                                  100
Spreading Factor (d/D)




                                                            Kistler's                                                                                   1.6                                                                          144
                                 5                                                                                                                                                                                                                                1.7
                                                            theta                                   80
                                 4                                                                                                                      1.2                                                                          108                          1.6
                                                                                                    60
                                 3                                                                                                                                                                                                                                1.5
                                                                                                                                                        0.8                                                        Sikalo's Expt     72
                                                                                                    40                                                                                                                                                            1.4
                                 2                                                                                                                                                                                 SCA-DCA
                                                                                                    20                                                  0.4                                                        Sikalo's Simul.   36                           1.3
                                 1
                                                                                                                                                                                                                   theta                                                0.5
                                 0                                                                  0                                                    0                                                                           0
                                               0.1                      1
                                                             Non-dimensional Time (tu/D)       10                                                             0.01                                0.1               1
                                                                                                                                                                                           Non-dimensional Time (tu/D)

                                                           Methanol: u = 2.33 m/s                                                                                                                       Glycerin: u = 1.41 m/s
Evolution of Strain Rate




              Diesel, Impact Speed u = 1.6 m/s
Modeling Conclusions
Fuels of the Future: Ethanol Mixed Gasoline
•   Ethanol is produced from crops (most made from corn in
    U.S.).
•   Ethanol diluted with gasoline provides a cleaner, more nature
    fuel source: economical & environmental benefits.
•   30% of all gasoline consumed in the U.S. is blended with
    ethanol.
•   Disadvantages: ethanol can form explosive vapors in fuel
    tanks.
Future Directions

•   Examine both higher vapor pressure (Diesel) and lower vapor
    pressure (Ethanol) based fuels


•   Assess both viscosity and vapor pressure modifying
    techniques for making fuel safer.


•   Utilize both experimental and computational tools to generate
    the maximum insight.


•   Expand our collaboration to include more partners, including
    Caltech and Princeton
CREDITS


                Yan Zhang
                   and
former students Neeraj Mishra & Brett Bathel




      Slide design © 2009, Mid-America Transportation Center. All rights reserved.

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Diesel-Induced Fires: A look at Enhnacing Safety with Droplet Science

  • 1. Diesel-Induced Fires: A Look at Enhancing Safety with Droplet Science Albert Ratner, Ph.D. Associate Professor University of Iowa
  • 2. Disclaimer • The contents of this report reflect the view of the authors, who are responsible for the facts and the accuracy of the information presented herein. This document is disseminated under the sponsorship of the Department of Transportation university Transportation Center Program, in the interest of information exchange. The U.S. Government assumes no liability for the contents or use thereof.
  • 4. The Need for Fire-Safe Fuels • The September 11th attacks showed the severity of mist-triggered explosions • Ruptured fuel tanks released a fraction (1000-3000 gallons) of the total fuel in the fuel tanks throughout the building in the form of a fine mist • An ignition source ignited the mist into a fireball • Burning fuel was spread throughout the building • Pool fires ignited building materials and began to weaken the structure due to the extremely high temperatures of the fire • The structure collapsed
  • 5. Issues with Ground Transportation Vehicles • Approximately 31 highway fires are responded to every hour, and one person is killed every day due to vehicle fires in the US (National Fire Protection Association, 2010) • Between the years 2003 and 2007, it was estimated that there were approximately 287,000 vehicle fires, 1525 injuries, and 480 deaths annually associated with vehicle fires • Collisions accounted for only 3% of all vehicle fires but for over half of the deaths (58%) * From “Crash and burn? Vehicle, collision, and driver factors that influence motor vehicle collision fires” by T.L. Bunn, S. Slavova, M. Robertson, Accident Analysis and Prevention 47 (2012) 140– 145
  • 6. Approaches to Inhibit Misting & Fire • Gelled fuel • Prevents the ability of fuel to form a fine mist • Limits the ability of the fuel to be pumped and to serve in other areas of the fuel system (hydraulic fluid, coolant, and lubricant) • Emulsified fuel • Encapsulates fuel within a thin film of immiscible, low-flammability liquid • Typically requires fuel droplets to be suspended within another fluid • Polymeric additives • Allows for increased elongational viscosity while continuing regular flow through the fuel system • Requires mechanical degradation device before the fuel reaches the combustor
  • 7. Outline • History/Defining the Problem • Initial Testing • Selecting a Workable Lab-Scale Experiment • Issues with Droplets • Droplet Testing • Droplet Modeling • Research Conclusions • Future Directions
  • 8. Requirements for an Effective Fire-Safe Fuel • Effective fire protection under survivable crash conditions • Can be introduced at the refinery – cost effective quality control • Effective at low concentration with acceptable flow behavior • Resistant to unintentional degradation • Soluble over relevant temperature range (-60 to 120 °F) • No affinity for water • Friendly to transportation, storage, and vehicle materials • Degrades under high pressure and temperature in the combustion chamber – eliminates need for a mechanical or chemical degrader • No unwanted engine emissions • Acceptable cost
  • 9. Main Components of a Fuel System • Primary fuel tanks • Boost pumps • Fuel/Oil heat exchanger • Fuel hydraulic systems • Main fuel pump • Combustor
  • 10. Combustion Chamber • Fuel enters into the cylinder through spray nozzles • The fuel enters the nozzle at pressures ranging from 700-1200 psi • Fuel exits the nozzle at about 30 m/s
  • 11. Additional concerns: Material compatibility • Fuel Pumps • Aluminum C355, 2219 • Tool steel or stainless steel • Fuel Controls • Aluminum AMS 4225, A201, 2219 • Valves • Stainless steel 440C • Actuator • Aluminum, stainless steel, titanium • Elastomer Seals • Nitrile, fluorosilicone, fluorocarbon Note: Materials both within the fuel tank and on fuel system components must be compatible with both the fuel and any additives introduced to the fuel
  • 12. Refinery • Raw crude oil is sent to distillation tanks to be separated into various products through boiling • Fuel is further separated by chemical processes • Fuel is produced by both distillation and chemical treatment
  • 13. Fuel shipment • Usually, fuel for commercial use is transported by pipeline and truck • Pipelines are generally used for shipments in excess of 400,000 gallons • Intermediate terminals serve to house fuel for distribution • During fuel transport, contaminants enter the fuel (such as water and particulates) which must be removed prior to use Direct Pipeline Refinery Intermediate Terminal Retail Outlet
  • 14. Additional Fuel Requirements • Fuel must be able to pass through any filtering • Sit in storage • Survive all transport methods (shipping, pipeline, and trucking)
  • 15. Problem Definition • Modified fuel mixture must meet safety needs • Serve as an effective hydraulic fluid and coolant, and possibly lubricant • Easily transported without degradation of the modified fuel • Compatible with storage facilities • Cost effective, with little or no modification to current fuel production methods
  • 17. Test 1 – Fire Protection at Survivable Crash Conditions • A post-polymerization modified polybutadiene (2-3x106 MW) was tested to gain understanding about the ideal concentration at which mist-suppression would occur • For each concentration of polymer/fuel mix, two sticker concentrations were also tested to find the optimum concentration that most effectively met the goals of this project IGNITER 6 in Diameter 40° BLOWER WIND TUNNEL 28 m/s CAMERA
  • 18. 2nd Testing Procedure • Paint sprayer will be used to produce a very fine mist of fuel • Modified polymer samples of fuel will be tested for the purpose of observing the resulting misting
  • 19. Initial Testing Results • Polymer modified fuel resists misting at a range of velocities • Pumping or re-circulation of the fuel broke the polymer down and significantly decrease the fire protection • Recent lab work has focused on associative polymers
  • 20. Performance at Large Scale 1 inch 1 inch Jet-A and Unmodified Polybutadiene California Institute of Technology, July 2004 Poly-Ox and Water China Lake, September 2002
  • 21. Initial Testing Conclusions • Polymer modification of fuel works at typical survivable crash conditions • Low pressure pumping had no detrimental effect on polymer- added fuel • These testing methodologies do not provide the type of quantitative data that can be used to drive polymer development • A simpler, more repeatable experiment is required
  • 22. Developing the Next Round of Testing Procedures
  • 23. Different Scenarios of Drop impacts • Outcomes influenced by: • Drop properties: impact speed, geometry, surface tension, viscosity, roughness, etc. • Impacted surface: dry or liquid surface • Surroundings: at the normal or higher pressure Source: Rein, M., Phenomena of liquid drop impact on solid and liquid surfaces. Fluid Dynamics Research, 1993. 12: p. 61-93.
  • 24. Drop Impact on a Dry Solid Surface (3 modes) spreading splashing bouncing Source: Rioboo, R., C. Tropea, and M. Marengo, Outcomes from a drop impact on solid surfaces. At. Sprays, 2001. 11: p. 155-165
  • 25. Drop Impact on Solid Surfaces Interplay of capillarity, viscosity and inertia forces Drop Spreading • Kinematic phase - Thin lamella formation • Spreading phase - Deceleration of lamella; D0 rim formation • Relaxation phase – Attaining maximum diameter; change of contact angle • Equilibrium/Wetting phase d m ax Maximum Spread Factor m ax D0 Splash Threshold – Non-splash to splash d m ax
  • 26. Four Stages of Drop Impact Lamella Capillary waves Kinetic Phase – Kinetic Energy Hydrocarbon drops Spreading Phase – Surface Tension & Viscosity Relaxing Phase & Wetting Phase – Capillary Waves Source: Rioboo, R., M. Marengo, and C. Tropea, Time evolution of liquid drop impact onto solid, dry surface. Experiments in Fluids, 2002. 33: p. 112-124.
  • 27. Drop Impact as a Tool • Non-Newtonian liquids exhibit shear-dependent viscosity • An impacting drop exhibits strain rates from very high values to nearly zero. Idea: Identify non-Newtonian effects in drop impacts by comparing impact results for a non-Newtonian liquid to a Newtonian liquid Drawbacks: • High quality and high speed imaging techniques required • High strain rates are confined in the thin expanding lamella
  • 28. Experimental Arrangement • Liquids used: Ethanol, Methanol, cetane, n-propanol, diesel • Drop sizes: 2.0 mm - 2.6 mm • Impact speed: 1.5 – 3.5 m/s • Pressure: 1 – 12 atm.
  • 29. Experimental Procedure Splashing tests • Methanol and Ethanol used as test liquids • At Threshold Pressure first droplets separated from the main drop at low angles to the impact surface. Spreading tests (a) No splash at 1.4 bars (b) Splash • Diesel, propanol and Cetane tested from inception at 1.55 bars for impact speed of 2.15 m/s constant needle height. • Ethanol tested at constant impact speed of 1.75 m/s 2 Drop deformation due to DS gas drag Impact speed (m/s) 1.8 1.6 1 DL 2 3 1.4 Deq (DL DH ) 1.2 1 d lamella 2 7 12 Chamber Pressure (bars) d contact
  • 31. Computational Modeling Objectives • Study the effect of fluid properties and impact characteristics • Extend the existing theoretical models of drop behaviors from water to hydrocarbon as applicable • Develop a new model with lower computational cost & higher accuracy than those currently available • Use the model and the experimental results to drive polymer development
  • 32. Key Modeling Issue Dynamic Contact Angle Singularity The moving contact line No-slip boundary condition Problems (1) How to describe the behavior (2) How to remove the shear- of macroscopic contact angle? stress singularity?
  • 33. Experiments: Evolution of Contact Angle 180 120 I II Dynamic Contact Angle 150 I II Dynamic Contact Angle 90 120 90 60 60 1.6 m/s 2.40 m/s 1.2 m/s 30 30 2.75 m/s 0.7 m/s 3.05 m/s 0 0 0.01 0.1 1 10 0.1 1 10 100 Non-dimensional Time (tu/D) Non-dimensional Time (tu/D) (a) Diesel drops (b) Methanol Drops 0.01 0.1 1 10 180 I II III 1.8 Dynamic Contact Angle 150 1.5 120 1.2 d/D 90 0.9 60 0.6 30 4.1 m/s 1.41 m/s 0.3 1.04 m/s d/D 0 0 0.01 0.1 1 10 Non-dimensional Time (tu/D) (c) Glycerin Drops
  • 34. Experiments: Evolution of Spread Diameter (1) 6 Diesel (u=1.6 m/s) 5 Diesel (u=1.2 m/s) Spread Factor (d/D) Diesel (u=0.7 m/s) 4 Methanol (u=2.33 m/s) 3 Methanol (u=2.75 m/s) Methanol (u=3.05 m/s) 2 Glycerin (u=4.1 m/s) Glycerin (u=1.4 m/s) 1 Glycerin (u=1.04 m/s) f=2.8*(t^0.5) 0 0.01 0.1 1 10 Non-dimensional Time (tu/D) Spread factors of various cases in the kinetic phase compared with the power law (Rioboo et al., 2002)
  • 35. Experiments: Evolution of Spread Diameter (2) 6 Diesel (u=1.6 m/s, Oh=0.0155) 5 Diesel (u=1.2 m/s, Oh=0.0155) Spread Factor (d/D) 4 Diesel (u=0.7 m/s, Oh=0.0155) Methanol (u=2.33 m/s, Oh=0.0027) 3 Methanol (u=2.75 m/s, Oh=0.0027) Methanol (u=3.05 m/s, Oh=0.0027) 2 Glycerin (u=4.1 m/s, Oh=0.2673) 1 Glycerin (u=1.4 m/s, Oh=0.2673) Glycerin (u=1.04 m/s, Oh=0.2673) 0 0.1 1 10 Non-dimensional Time (tu/D) Spread factors of various cases in the spreading phase
  • 36. Experimental/Numerical Comparison Computer generated images compared with photographs of a diesel drop impacting a glass surface with an impact velocity of 1.6 m/s
  • 37. Numerical Results 0.01 0.1 1 10 0.01 0.1 1 10 4 Expt. 160 4 Expt. 160 SCA Spread Factor (d/D) Spread Factor (d/D) SCA SCA-DCA SCA-DCA 3 120 3 Kistler's 120 Kistler's theta theta 2 80 2 80 1 40 1 40 0 0 0 0 0.01 0.1 1 Non-dimensional Time (tu/D) 10 0.01 0.1 1 Non-dimensional Time (tu/D) 10 Diesel: u = 1.6 m/s Diesel: u = 0.7 m/s 0.1 1 10 0.01 0.1 1 7 Experiment 120 2 180 Spread Factor (d/D) SCA-DCA 1.8 Dynamic Contact Angle Dynamic Contact Angle 6 100 Spreading Factor (d/D) Kistler's 1.6 144 5 1.7 theta 80 4 1.2 108 1.6 60 3 1.5 0.8 Sikalo's Expt 72 40 1.4 2 SCA-DCA 20 0.4 Sikalo's Simul. 36 1.3 1 theta 0.5 0 0 0 0 0.1 1 Non-dimensional Time (tu/D) 10 0.01 0.1 1 Non-dimensional Time (tu/D) Methanol: u = 2.33 m/s Glycerin: u = 1.41 m/s
  • 38. Evolution of Strain Rate Diesel, Impact Speed u = 1.6 m/s
  • 40. Fuels of the Future: Ethanol Mixed Gasoline • Ethanol is produced from crops (most made from corn in U.S.). • Ethanol diluted with gasoline provides a cleaner, more nature fuel source: economical & environmental benefits. • 30% of all gasoline consumed in the U.S. is blended with ethanol. • Disadvantages: ethanol can form explosive vapors in fuel tanks.
  • 41. Future Directions • Examine both higher vapor pressure (Diesel) and lower vapor pressure (Ethanol) based fuels • Assess both viscosity and vapor pressure modifying techniques for making fuel safer. • Utilize both experimental and computational tools to generate the maximum insight. • Expand our collaboration to include more partners, including Caltech and Princeton
  • 42. CREDITS Yan Zhang and former students Neeraj Mishra & Brett Bathel Slide design © 2009, Mid-America Transportation Center. All rights reserved.

Editor's Notes

  1. Fire safety is of particular interest in this work.To identify the target range where polymer additives impart shear-thickening effect on fuels while avoid the normal functioning of the fuel system, the variable shear stress of these fuels needs to be known. The impact of hydrocarbon drops on a solid surfaceis a simple and canonical model to investigate the variable viscosity and shear stress effects in liquid drops. Hence, the dynamics of hydrocarbon drops spreading on a flat smooth surface is studied in this work as a starting point for the investigation of non-Newtonian behavior.