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Pneumatic conveying (ver. 2)
  Computes, from experimental data, the minimum transport velocityn.
2024.Jul.03 18:23:28
H, D m, m Column height and diameter. •
D, Cv m, — Diameter of orifice and coefficient of discharge. •
ρair g ⁄ L (= kg ⁄ m3) Density (volumetric mass d.) of air. •
Massair kg Mass of granulate. •
ρapp, ρ g ⁄ L, g ⁄ L Apparent density and density of granulate. •
Δp0 Pressure difference.
(For data entry, see below.) •
Pressure units         Factor: Factor: to convert other to Pa. •
Bed height m Bed height of granulate.
(For data entry, see below.) •
Linearize ? Solve by linearizing the data (log-log).
Parameters Initial (start) NM guess for vmt and exponent n. •
Step NM steps (scale) for each parameter. •
maxite, tol, konvge Max iterations, tol and convergence monitoring. •
Show values ? Shows the graph coordinates.

Computes, from experimental data in pneumatic conveying, the minimum transport velocity, vmt (m ⁄ s).

Data for pressure and bed height: supply data in rows or columns, American or European style, even if separated by tabs (such as through copy & paste from Excel).

The total residual (discrepancies between the computed and the experimental data) is minimized via the numerical Nelder-Mead (NM) algorithm ASA047 [Burkardt, 2007].

The graph shows: (red) the experimental points connected by a broken line; and (green) the corresponding computed points.

References: Plate: PneuConveyingMinVelocity

• Burkardt, J., 2007, ASA047

• Wikipedia: Nelder-Mead method

• 1910-10-19: Chandrasekhar (Chandra), Subrahmanyan (1995-08-21).

 
 
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Created: 2016-10-19 — Last modified: 2016-10-31