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Isothermal Flow in Channels Non-Newtonian Fluids

Referring to Fig. 5.4 and remembering that equilibrium of forces was the only condition necessary to derive (5.5) then this equation may be used as the starting point for the analysis of any fluid. [Pg.354]

Analysis of polymer melt flow So from above [Pg.355]

The shear rate at the wall is obtained by letting r — R and the equation is more convenient if Vq is replaced by Q from (5.33). In this case [Pg.355]

It is worth noting that since a Newtonian Fluid is a special case of the Power Law fluid when n = 1, then the above equations all reduce to those derived in Section 5.3(a) if this substitution is made. [Pg.356]

The flow rate, Q, may then be obtained from the expression [Pg.356]

It can be seen that in the special case of ra = I these equations reduce to those for Newtonian Flow. [Pg.357]


See other pages where Isothermal Flow in Channels Non-Newtonian Fluids is mentioned: [Pg.354]    [Pg.354]   


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Channelized fluid

Flow channels

Fluid flow channelized

Isothermal Flow in Channels Newtonian Fluids

Isothermal flows

NON-ISOTHERMAL

Non fluids

Non-Newtonian

Non-Newtonian fluids

Non-isothermal flow

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