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Pressure Drop and Acceleration Length in Developing Regions

3 Pressure Drop and Acceleration Length in Developing Regions [Pg.472]

Consider a one-dimensional gas-solid pipe flow where the electrostatic effect is negligible. The momentum equation of the particle phase can be expressed as [Klinzing, 1981] [Pg.473]

The acceleration length and the pressure loss in that length can also be estimated by using empirical correlations. Rose and Duckworth (1969) reported that [Pg.473]

The gas-solid flow through a bend represents another typical case of developing regions, in which particles are first decelerated by gas impingement and collision with the wall and then accelerated by the gas after the bend turn. A general empirical relation for the estimation of the additional pressure drop due to particles over a bend can be used [Klinzing, 1981] [Pg.473]

It is noted that the total pressure drop over a bend includes contributions from both the gas and particle phases. The pressure drop of gas over a bend, ApBg, can be estimated by [Ito, 1959 1960] [Pg.474]




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Acceleration length

Acceleration region

And pressure drop

Developing Region

Development pressures

Length pressure

Pressure acceleration

Pressure region

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