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141308Absolute Risk Estimates
           Table 14.27  More sample thermal radiation levels   Table 14.28  Fatality probability at various thermal radiation levels
           Thermal                                                  Percent fatalities   Percen tjotalities
           radiation                                  Heatflux (kWhn2)   outdoors   indoors
           (kWhnz)    Description
                                                       6.3              3             0
            1.2       Received from the sun at noon in summer   8      11             0
           2.1        Minimum to cause pain after 1 minute   9.5       21             0
           4.7        Will cause pain in 15-20  seconds and injury   12.6   49        0
                        (at least second-degree burns) after 30 seconds of   15.6   70   3
                        exposure; intensity in areas where emergency   19   85        11
                        actions lasting up to several minutes may be   24   95       21
                        required without shielding but with protective   31.5   100   49
                        clothing                       39             IO0            70
           6.3        Intensity in areas where emergency actions lasting   47.5   100   85
                        up to 1 minute may be required without shielding   60   100   95
                        but with protective clothing
           9.5        Intensity at design flare release at locations to which   Source: Office of  Gas Safety. "Guide to Quantitative Risk Assessment
                        people have access and where exposure would be   (QRA),"  Standards Australia  ME-038-01  (Committee on  Pipelines:
                        limited for a few seconds for escape   Gas and Liquid Petroleum), Risk and  Reliability Associates Pty Ltd..
            12.6      Significant chance of fatality for extended   April 2002.
                        exposure; high chance of injury; heats wood such
                        that it will ignite with anaked flame (piloted
                        ignition of wood)               Release model. The release model assumes that the gas peak
            15.6      Intensity on structures where operators are unlikely   effective release rate feeds a steady-state fire even though
                        to be performing and where shelter is available
           23         Likely chance of fatality for extended exposure and   the rate of gas released will immediately drop to a fraction of
                        chance of fatality for instantaneous exposure;   the initial peak rate. Therefore, the release model's calcu-
                        spontaneous ignition ofwood and failure of   lated effective release rate is a maximum value that overesti-
                        unprotected steel atter long exposure   mates the actual rate for the full release duration of a typical
           35         Cellulosic  materini will pilot ignite within 1 minute   gas pipeline rupture fire.
                        of exposure; significant chance of fatality for   Heat intensity threshold. A heat intensity threshold estab-
                        people exposed instantaneously
            37.5      Intensity at which damage is caused to process   lishes the sustained radiant heat intensity level above which
                        equipment                       the effects on people and property would be considered sig-
                                                        nificant. The degree of harm to people caused by thermal
            Source: Office  of Gas Safety, "Guide to Quantitative Risk Assessment   radiation exposure is estimated by  using an equation that
            (QRA)," Standards Australia  ME-038-01 (Committee on  Pipelines:   relates the chance of burn injury or fatality to the thermal
            Gas and Liquid Petroleum), Risk and Reliability Associates Pty  Ltd.,   load received. The degree of damage to wooden structures
           April 2002.                                  through piloted ignition and spontaneous ignition can also
                                                        be estimated as a function of the thermal load received.
           Jet fire modeling
                                                        Combining the model's effective release rate equation with
            The following is based on work presented in Ref. [83].   the radiant intensity versus distance equation gives a hazard
             Models are available to characterize the heat intensity asso-   area equation of
            ciated with ignited gas releases from high-pressure natural gas
           pipelines. Escaping gas is assumed to feed a fire that  ignites   r =4(2348 x p x dZ)/I
            shortly after pipe failure. The affected ground area can be esti-   where
            mated by quantifying the radiant heat intensity associated with   r =radius from pipe release point for given radiant heat inten-
            a sustainedjet fire.                         sity (fit)
             The relationship presented below  uses a conservative and   I  = radiant heat intensity (Btu/hr-ft2)
           simple equation that calculates the size of the affected worst   p = maximum pipeline pressure @si)
           case failure release area based on the pipeline's diameter and   d = pipeline diameter (inches).
           operating pressure. This release impact model includes the fol-
           lowing elements:                             Reference [83] recommends the use of 5000 Btu/hr-A2 as a
                                                      heat  intensity  threshold  for  defining  a  "high  consequence
            1. Fire model. The fire model relates rate of gas release to the   area."This heat intensity corresponds to apredicted 1% mortal-
             heat intensity of the fire. This approach conservatively mod-   ity rate for people, assuming they are exposed for 30 seconds
             els releases as vertically oriented jet flame or trench fire   while seeking shelter after the rupture, and a level where no
             impact areas. The conservatism compensates for the possi-   nonpiloted ignition of wooden structures would cccur, regard-
             bility of a laterally oriented jet,  delayed ignition fireball,   less of the exposure time. It is chosen because it corresponds to
             and/or  the  potential wind  effect  on  actual  fire position.   a level below which
             Additionai conservatism is employed because a significant
             portion of the radiant heat energy will actually be absorbed   Property, as represented by a typical wooden structure would
             by the atmosphere.                         not be expected to bum
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