4 5 decimal
&[DATE] &[TIME] - &[FILENAME]
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FBR_Test - Model to investigate the design of a fluidized bed reactor for

biomass conversion to bio-oil and other materials

2013-04-09 DAK

Reactor chamber is based on a 30 gallon barrel (McMaster-Carr 4115T62 for instance)

Barrel measures 18.75 inches OD at top, and is 29.5 inches tall

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

Height of bed (leaving some freeboard)

Diameter of bed

0.0905 m 3 ^ *

Volume of bed

0.1781 m 2 ^ *

Cross sectional Area of the reactor

Density of bed material

Density of steam

Intermediate factor

Void fraction of bed

Net Gravitational pressure of the bed

8315.227 Pa *

Sphericity of particles (typically 0.6)

Particle diameter

Gas viscosity

Void fraction at minimum fluidized velocity

0.5422

(A value below 0.4 is suspect)

0.3392 m s / *

Minimum fluidization velocity