Encyclopedia of Glass Science, Technology, History, and Culture. Группа авторов

Encyclopedia of Glass Science, Technology, History, and Culture - Группа авторов


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(no flow) (no flow) Fuel flow rates Oxidizer flow rates Outlet flow rate Momentum (B) No slip @ Walls velocity @ Batch Interface no shear @ Surface/Foam bubbler flows Free surface @ Top no shear @ Glass interface (no flow) (no flow) Inlet velocities No slip on walls, Turbulence wall functions Energy (C) Coupled Batch inlet temperature Coupled Coupled Coupled convection and radiation on outside walls Inlet temperatures Coupled turbulence wall functions TKE(D) (laminar) (laminar) (no flow) (no flow) Inlet conditions Turbulence wall functions Turb. diss. (E) (laminar) (laminar) (no flow) (no flow) Inlet conditions Turbulence wall functions Electric (F) Coupled Coupled (none) Electrode voltages and phases (none) Species (G) (none) Coupled discharge to combustion zone (none) (none) Mole/mass fractions of fuel and oxidizer species zero flux at walls coupled to batch discharge Schematic illustration of a3-D rendering of temperature contours within a glass furnace heated with two gas burners as calculated by a fully coupled simulation model.

      Source: Courtesy of Glass Service, Inc.

      4.2.4 Particle Tracking

      Additional information is provided by particle tracking and associated analysis as applied to either combustion or glass (including batch) zones. To track the pathway, inert particles would take if they were introduced into the glass involves additional computation in a Lagrangian framework. Massless particles are commonly used as a kind of virtual flow visualization because the assumption is made that they do not affect the flow of glass. Depending only on glass velocities, their pathways can then be computed from converged solutions of glass flows. To simulate real phenomena, however, particles of specified density and size or gas bubbles can also be tracked, in which cases the velocity of each particle may differ locally from that of the glass because of the effects of gravity.

Schematic illustration of the combustion zone of a fiber glass melting furnace. (a) Photo of oxy-fuel flames, (b) temperature contours calculated by a simulation model.

      Other mathematical integrations are often performed along particle paths. One example is the dimensionless mixing index, which can be interpreted as the number of times a spherical cord of glass of specified initial diameter dci would dissolve as it travels along the path of the particle, from beginning to end. This index is defined as

      (18)equation

      where images is the species diffusion coefficient in glass. In a manner similar to that of residence times, a distribution of mixing indices can thus be determined from the massless particle traces, and other similar indices also be computed.

      Since modeling has gained wider acceptance and is increasingly relied upon to support important decisions, capturing and cataloging simulation models, the data used for their input, and the calculated results are very important. Managing simulation data has become a challenge for many organizations engaged in process modeling. A good simulation data management (SDM) system allows models to be “recycled” and used again for a different set of operating conditions, and allows different users to access archived models and their data. Furthermore, a good system has cataloging and search features that allow users in need of modeling data to access it quickly, even if they are not familiar with the previous modeling study. That is, not only should a SDM system assist individual analysts to organize their results, but it should serve a larger enterprise, with many people in different and changing roles.

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