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If additional heat is needed, there is an obvious local source – diverting thermal flows from the Northern Line.
Therefore, the method can capture fundamental behaviors in thermal flows of engineering interest.
Dimensional interdependencies among components produce ripple-effects; examples include load paths and thermal flows.
However, existing approaches are currently inadequate for thermal flows with multiple components and multiple phases.
This enables the use of such method for predicting thermal flows of engineering interest.
A lattice Boltzmann equation (LBE) for axisymmetric thermal flows is proposed.
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The thermal flow down these two legs is given by 2κ(a/L ΔT, where κ is their average thermal conductivity in watts per metre-kelvin, a (or w2) is the area in square metres of the base of each leg, L is the length of each leg in metres, and ΔT is the temperature differential between source and sink in kelvins.
The thermal flow vanishes on lateral facets.
Mass flow is taken by a thermal flow meter.
A thermal flow direction sensor was fabricated using MEMS technology.
Du and Wong (2005) had developed the coupled geomechanical thermal flow simulator.
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