4 th ICHS San Francisco, 12-14 September 2011 Numerical Investigation of Subsonic Hydrogen Jet Release Boris Chernyavsky 1, Pierre Benard 1, Peter Oshkai.

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4 th ICHS San Francisco, September 2011 Numerical Investigation of Subsonic Hydrogen Jet Release Boris Chernyavsky 1, Pierre Benard 1, Peter Oshkai 2 and Ned Djilali 2 1 Hydrogen Research Institute, Trois-Rivieres, QC, Canada 2 Institute for Integrated Energy Systems, Victoria, BC, Canada

Motivation (I) 4 th ICHS San Francisco, September 2011 Existing safety standards for hydrogen storage, transportation and utilization are often excessively conservative. Further expansion of hydrogen-based infrastructure is hinged upon the development of guidelines for safety standards. Development of new safety codes requires reliable characterization of emergency gas release/leak processes and the extent and evolution of the resulting flammable gases concentration fields in a variety of environmental conditions, with account for variable such as: release velocity distance from the underlying surface cross-wind conditions Due to the safety concerns and high expense of experiments, a tool of choice is numerical simulation.

Motivation (II) 4 th ICHS San Francisco, September 2011  Good agreement with published averaged concentrations data. Demonstrated data collapse for various Froude numbers. Clear illustration of buoyancy effects.  However, published works also note significant disagreement between predicted (from averaged fields) and experimentally measured ignition distances for the jets. It is suggested that the cause lies in a turbulence- driven transient effects. Need for high-fidelity fully time- dependent simulation with accurate turbulence modeling

Project Outline 4 th ICHS San Francisco, September 2011  Objective: perform time-dependent modeling of hydrogen jet release and investigate the extent and importance of transient concentration fields and their relative contribution to the extent of flammable gas concentration envelope.  Approach: Large Eddy Simulation (LES)  Tools: Fluent, SPARC  Modeling: Step 1 – Validation of LES simulation, including turbulence characteristic by comparison of Helium jet simulation with experimental (University of Victoria) and previously published results.  Modeling: Step 2 – LES of hydrogen jet. Comparison with published data as additional validation. Investigation of turbulence influence on the concentration fields and the extent of transient flammable envelope.  Modeling: Step 3 - Investigation of detailed structure of transient flammable concentration envelope.

4 th ICHS San Francisco, September 2011 Case: Vertical jet for Air, Helium and Hydrogen cases. Conditions are chosen to match experiment for validation. M=0.3 gas release. Domain: High resolution grid is used for LES for accurate capture of turbulence. The potential of grid refinement reduction will be investigated through comparison of experimental and numerical data. Simulation restricted to a momentum-dominated region (35 D long domain). Physically correct inflow conditions are generated by utilizing 1D long cylindrical nozzle. Turbulence data analysis requires extended statistics acquisition.

Numerical LES of near field Initial Condition influence 4 th ICHS San Francisco, September 2011 Vorticity magnitude contours (left) and instantaneous velocity contours (right)

4 th ICHS San Francisco, September 2011 Frequency of “flammable”* condition occurrence, Helium jet * same concentration range as for the Hydrogen, 0.04 < X [He] < 0.75 is designated “flammable” for comparison purposes

4 th ICHS San Francisco, September 2011 Frequency of “flammable”* condition occurrence, Helium jet * same concentration range as for the Hydrogen, 0.04 < X [He] < 0.75 is designated “flammable” for comparison purposes Frequency of “flammable” condition occurrence along the centerline

Jet spread rate and transient flammable area extent L f – maximum extent of transient flammable area - flammable envelope based on mean concentrations L pf – extent of persistently flammable area 4 th ICHS San Francisco, September 2011

u c -1 ~ x at x/D > 5 potential core ~ 2-3 x/D x vo = -0.3 x/D (experiment -0.2 x/D) Axial velocity decay A (u j /u c = 2A((x-x vo )/D ef ) A=0.099 vs experiment 4 th ICHS San Francisco, September 2011

Mean velocity profiles normalized by centerline velocity u c and jet half- width Lu. Left – Helium, right – Hydrogen. Lower right figure shows PIV data for Air -Air and Air-He jets and comparison with LES. 4 th ICHS San Francisco, September 2011

RMS to Mean velocity ratios u'/ (left) and v'/ (right) for Air, Helium and Hydrogen asymptotic ratios: Helium: u'/ ~ 0.28 at x/D > 15 v'/u' ~ 0.78 Hydrogen: u'/ ~ 0.35 at x/D > 15 v'/u' ~ th ICHS San Francisco, September 2011

Normalized concentration(mass fractions) profiles for Helium (left) and Hydrogen (right), and Hydrogen axial concentration decay (1/X[H 2 ]) (lower right) 4 th ICHS San Francisco, September 2011

Unmixedness (Mass fraction RMS to mean ratio) for Helium (left) and hydrogen (right) Y'/ ~ 0.29, 0.48 peak (Helium) Y'/ ~ 0.32, 0.75 peak (Hydrogen) 4 th ICHS San Francisco, September 2011

Transient Flammable Fields: Hydrogen 4 th ICHS San Francisco, September 2011 Transient envelope can increase the potentially flammable envelope by up to 40-60%

Transient Flammable Envelope Extent 4 th ICHS San Francisco, September 2011 Frequency of flammable condition appearance (0.04 < X [H 2 ] < 0.75)

Frequency of flammable condition appearance 0.04 < [X H2 ] < th ICHS San Francisco, September 2011 Frequency of flammable condition occurrence along the centerline and along Ly line

The width of the transient “flammable” region relative to the entire width of the flammable envelope for Helium jet (left), and maximum and persistent flammable envelope extents for Hydrogen jet (right). Note that at x/D=5 there is no persistently flammable area for the Hydrogen, due to concentration exceeding 0.75; the region near jet centerline at x/D=10 also has significant non-persistently flammable core. 4 th ICHS San Francisco, September 2011

Left: H 2 Mass fractions at 2D and 10D Right: H 2 Mass fraction at 5D and mass fraction along axis

LES of near field: Transient Hydrogen Mass Fraction Contours 4 th ICHS San Francisco, September 2011

LES: Grid resolution influence 4 th ICHS San Francisco, September 2011 Influence of grid resolution, LES: Centerline and averaged values are adequately modeled even on poor grids But not the transient flammable envelope extent

Conclusions 4 th ICHS San Francisco, September 2011 High turbulence/mixing persists through entire near field region. LES has been extended to hydrogen jet. Confirmed the existence and large extent of transient envelope of flammable gas concentration, previously observed for helium jet. The nature of the transient flammable concentration envelope varies with the distance from the jet origin. Significant share of the transient flammable concentration envelope can be attributed hydrogen pockets trapped in compact but relatively long lived vortices separated from the jet. Adequate grid resolution is critical for capture of transient phenomena in the jet

4 th ICHS San Francisco, September 2011 Supporting slides

Numerical LES of near field 4 th ICHS San Francisco, September 2011  How much accuracy is needed to capture “true” flow behavior in LES?  A number of work (e.g., Sato et al, etc) use “underresolved LES” approach  Significant savings in CPU time, critical for industrial applications…  …but can it be considered “true” LES?  SPARC allows us to perform simulation at the same condition with different grid resolution…  … however direct comparison beyond averaged quantities is difficult due to the nature of LES – grid change also affect filter width  For our (safety) purposes comparison of transient concentration fields prediction can serve as efficient tool for comparison of different resolution applicability

Normalized RMS of axial velocity (left), Helium mass fraction (right) and resolved Reynolds stresses (lower right) 4 th ICHS San Francisco, September 2011 Turbulence Characteristics: Helium Jet

Normalized RMS of axial (left) and transversal (right) velocity and resolved Reynolds stresses (lower right) 4 th ICHS San Francisco, September 2011 Turbulence Characteristics: Hydrogen Jet

Initial Condition influence 4 th ICHS San Francisco, September 2011 Inflow condition can affect the jet evolution through the transition and self-similar regions (cf. Mi et al) Three inflow conditions were considered: - 1D inflow nozzle -10D inflow nozzle - “flat” orifice plate

RANS and LES: Initial Condition Influence of near field Centerline Properties Evolution 4 th ICHS San Francisco, September D long inlet provides best agreement. Influence is much less noticeable for LES plot is for 1-D inlet case. Concentration than velocity