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Theoretical press design

Fig. 5.6. Flow and compression properties of feed solids for theoretical roll press design [15]. (a) Shear cell to measure internal friction of granular solid, (b) Cell to measure angle of friction between roll face and granular solid, (c) Pressure-density relationship of feed material. Fig. 5.6. Flow and compression properties of feed solids for theoretical roll press design [15]. (a) Shear cell to measure internal friction of granular solid, (b) Cell to measure angle of friction between roll face and granular solid, (c) Pressure-density relationship of feed material.
Fig. 5.7. Johanson s theoretical roll press design angle of nip as a function of material flow properties [13]. Fig. 5.7. Johanson s theoretical roll press design angle of nip as a function of material flow properties [13].
Seminario, J. M., J. S. Murray, and P. Politzer. 1991. First-Principles Theoretical Methods for the Calculation of Electronic Charge Densities and Electrostatic Potentials. In The Application of Charge Density Research to Chemistry and Drug Design. Plenum Press, New York. [Pg.83]

Block LH. Scale-up of disperse systems theoretical and practical aspects. In Lieberman HA, Rieger MM, Banker GS, eds. Pharmaceutical Dosage Forms Disperse Systems. Vol. 3. 2nd ed. New York Marcel Dekker, 1998 363. Astarita G. Scale-up overview, closing remarks, and cautions. In Bisio A, Kabel RL, eds. Scale-up of Chemical Processes Conversion from Laboratory Scale Tests to Successful Commercial Size Design. New York Wiley, 1985 678. Gekas V. Transport Phenomena of Foods and Biological Materials. Boca Raton, FL CRC Press, 1992 5-62. [Pg.125]

Theoretical Efficiency Prediction Theoretical tray efficiency prediction is based on the two-film theory and the sequence of steps in Fig. 14-41. Almost all methods evolved from the AIChE model (AIChE Research Committee, Bubble Tray Design Manual, New York, 1958). This model was developed over 5 years in the late 1950s in three universities. Since then, several aspects of the AIChE model have been criticized, corrected, and modified. Reviews are given by Lockett (Distillation Tray Fundamentals, Cambridge University Press, Cambridge, England, 1986) and Chan and Fair [Ind. Eng. Chem. Proc. [Pg.53]

Some of this theoretical thinking may be utilized in reactor analysis and design. Illustrations of gas-liquid reactors are shown in Fig. 19-26. Unfortunately, some of the parameter values required to undertake a rigorous analysis often are not available. As discussed in Sec. 7, the intrinsic rate constant kc for a liquid-phase reaction without the complications of diffusional resistances may be estimated from properly designed laboratory experiments. Gas- and liquid-phase holdups may be estimated from correlations or measured. The interfacial area per unit reactor volume a may be estimated from correlations or measurements that utilize techniques of transmission or reflection of light, though these are limited to small diameters. The combined volumetric mass-transfer coefficient kLa, can be also directly measured in reactive or nonreactive systems (see, e.g., Char-pentier, Advances in Chemical Engineering, vol. 11, Academic Press, 1981, pp. 2-135). Mass-transfer coefficients, interfacial areas, and liquid holdup typical for various gas-liquid reactors are provided in Tables 19-10 and 19-11. [Pg.40]

The design of roll presses for a given application has traditionally been based, in large part, on the experience of press manufacturers gained from many installations. During the last decade, however, a successful theoretical analysis of the operation of roll-type machines has been developed by Johan-son [13—16]. Small-scale laboratory measurements of the flow and compres-... [Pg.104]

Although most rotary tablet presses operate by maintaining fixed roller positions during compression, some designs incorporate a compression compensator system in which the counterforce for compression is air pressure. This system compresses to a constant force and allows roller movement when the preset force is achieved. Under these conditions, potential exists to increase the time that the force is maintained near its peak value (approximately 90% of maximum). Compression to a constant force should theoretically provide a more uniform tablet hardness and more uniform dissolution profiles while allowing a greater variation in tablet thickness. [Pg.3619]

Vainrub, A., et al. (2003). Theoretical Considerations for the Efficient Design of DNA Arrays. Biomedical Technology and Devices Handbook, eds. James, E., Moore, Jr. and George Zouridakis CRC Press. [Pg.394]

Question Are the brake shoes on or off the dmm at the end of the second For a number of physical reasons, it would be difficult to actually design an infinity antilock brake system, but let s discuss this in a theoretical manner for the moment. You seem to have all the necessary information to determine whether the brake shoes are pressing on the dmm or not. Additionally, the shoes have to be either pressing or not pressing. What is your answer ... [Pg.20]

P.G. Grimes, R. J. Bellows, and M. Zahn, Shunt Current Control in Electrochemical Systems—Theoretical Analysis. In R.E. White (ed.). Electrochemical Cell Design, Plenum Press, New York (1984), p. 259. [Pg.441]

The property measurement results are summarized in Table 2. Samples which received a crystallization heat treatment are indicated by an "A" in the. sample code designation. The measured densities of the hot pressed samples were between 98 and 1(X)% of the calculated theoretical density. Young s modulus was between 284 and 330 GPa, increasing with lower sintering aid content and after heat treatment. The hardness varied from 16.06 to 18.43 GPa and showed a similar dependence on sintering aid content and heat treatment. [Pg.152]


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Press design

Theoretical design

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