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Blocking force

Blocking force of polymers containing inorganic antiblocking additives depends on  [Pg.93]

At room temperature, t5 ical polyethylene will have blocking force in the range 50-70 g (0.5 to 0.7 [Pg.94]


Its initial entrance into the block forces out a small portion of the remaining w later, however, it combines with the residual w and produces a block of Pyrocellulose nearly free of w. The first portion of liquid forced out of the press contains relatively large amts of w and is transferred to the spent alcohol tank. The remaining liquid, however, is ca 90% alcohol. [Pg.468]

Various designs have been developed to magnify the small displacements, at the cost of reduced blocking force. A well known design, the Moonie , is illustrated in Fig. 6.26. The brass end-caps not only follow the -controlled displacement but also redirect the dn displacement into the 3-direction. This magnified displacement can be as much as 20 pm on a 3 mm thick actuator for an applied voltage of as little as 50 V. [Pg.389]

FIGURE 3.73 Tests for blocking of plastic film. Blocking force (Ibf/in. or kgf/cm ) = load (Ibf or kgf)/initial area of films in contact (in. or cm ). Standard test method ASTM D1893. [Pg.363]

The forces on an element as depicted in Figure 11.10 for an infinitely long slope are approximately tiie same as any other element. Therefore the inter-block forces F and F2 are equal and opposite except for the contribution of nef pore water force acting horizontally from right to left. The forces acting on an idealized element without inter-block forces in an infinitely long slope can be depicted as shown in Figure 11.11a. [Pg.459]

Other inorganic antiblocking fillers such as calcium carbonate, alumina-silicate ceramic spheres, zeolite, kaolin day, feldspar, and mica have also been used as antiblocks. In PE film, caldum carbonate can provide the low blocking force of talc and DE, but only when loaded at 2-3 times their concentration (or higher), reducing darity of the film, and increasing its density [12-1, 12-22, 12-30]. [Pg.186]

LDPE, 6.5 Melt Index, Blocking Force (g/16in ... [Pg.189]

Figure 6.3 Self-assembled nanostructures based on P-sheet (a) peptides packing into sheets and fibers based on hydrophobic interactions on one face of the molecule, and complementary ionic interaction on the other (b) peptides with alternating hydrophilic and hydrophobic residues assemble into P-sheet structures (left) that form twisted ribbons (right) and bundle into larger fibers and (c) self-assembly based on amphiphilic triblock peptides, where the central hydrophobic block forces self-assembly via hydrophobic interactions between molecules and hydrogen bonding along the fiber axis. Figure 6.3 Self-assembled nanostructures based on P-sheet (a) peptides packing into sheets and fibers based on hydrophobic interactions on one face of the molecule, and complementary ionic interaction on the other (b) peptides with alternating hydrophilic and hydrophobic residues assemble into P-sheet structures (left) that form twisted ribbons (right) and bundle into larger fibers and (c) self-assembly based on amphiphilic triblock peptides, where the central hydrophobic block forces self-assembly via hydrophobic interactions between molecules and hydrogen bonding along the fiber axis.
Because polypyrrole operates in aqueous electrolytes at room temperature, the largest niche for conjugated polymer microactuators is biomedical applications. Commercialization efforts are underway for blood vessel coimectors, a valve to prevent urinary incontinence, and a Braille display [25,122,133]. One area that requires further research is the temperature-dependence of actuator metrics, because for biomedical applications the devices must be operated at 37°C. In PPy(DBS) microactuators, strain increases from room temperature to body temperature by 45%, and they are 250% faster, but the blocked force drops [126]. [Pg.1582]

Fig. 2.11 The blocking force of Pt and Pt/Pd IPMCs under applied potential of 2V. The lines represent exponentially decayed data points. Reprinted from [Kim and Kim (2008)]. Fig. 2.11 The blocking force of Pt and Pt/Pd IPMCs under applied potential of 2V. The lines represent exponentially decayed data points. Reprinted from [Kim and Kim (2008)].
Fig. 2.31 Experimental apparatus for measuring temperature and blocking force during low-temperature actuation of IPMC (left) and the top (a) and bottom (b) of the IPMC mount displaying the thermocouples and DC power supply leads (right). Reprinted from [Paquette et al. (2005a)] with permission from Elsevier, Copyright 2005. Fig. 2.31 Experimental apparatus for measuring temperature and blocking force during low-temperature actuation of IPMC (left) and the top (a) and bottom (b) of the IPMC mount displaying the thermocouples and DC power supply leads (right). Reprinted from [Paquette et al. (2005a)] with permission from Elsevier, Copyright 2005.
To improve the modeling accuracy, the equivalent bimorph beam model of IPMC, as shown in Fig. 2.38, was developed. It assumes that IPMC has two virtual layers that have the same thickness, and under an imposed electric field, the upper and the lower layers expand or contract, opposing each other. Generally, blocking force and displacement calculations of a bimorph cantilevered beam assume outer layers and an elastic layer between [Wang et al. (1999)]. Here, however, no elastic layer is assumed. Then the relationship between input voltage, V, and induced tip displacement, s, can be written as [Wang et al. (1999)] ... [Pg.44]

Fig. 2.53 Blocking force data for a 3 cm x 1 cm x 0.2 mm IPMC under an applied step voltage of 1.22 V, compared with that of an equivalent circuit model for the IPMC. The model is capable of predicting the force along the length of the IPMC at 1cm intervals. Reprinted from [Paquette et al. (2005b)]. Fig. 2.53 Blocking force data for a 3 cm x 1 cm x 0.2 mm IPMC under an applied step voltage of 1.22 V, compared with that of an equivalent circuit model for the IPMC. The model is capable of predicting the force along the length of the IPMC at 1cm intervals. Reprinted from [Paquette et al. (2005b)].
Fig. 2.53 shows experimental blocking force compared to the calculated one. The model is in close agreement with the actual experimental data at the beginning however, after 14 s a discrepancy starts to occur. This is due to the fact that the model is not capable of calculating the inherent back relaxation phenomenon of IPMC. [Pg.58]

Mistroblock is based on veiy bright micro-laniellar talc. It lowers the blocking force and coefficient of friction in polyethylene film production, while providing optimized optical film properties such as clarity and haze. ... [Pg.197]


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See also in sourсe #XX -- [ Pg.483 ]

See also in sourсe #XX -- [ Pg.56 , Pg.90 , Pg.98 , Pg.105 , Pg.106 , Pg.139 , Pg.163 , Pg.175 , Pg.223 , Pg.263 , Pg.287 , Pg.293 ]

See also in sourсe #XX -- [ Pg.9 , Pg.15 , Pg.24 , Pg.46 , Pg.47 , Pg.78 , Pg.86 , Pg.94 , Pg.95 , Pg.126 , Pg.149 , Pg.152 , Pg.161 , Pg.209 , Pg.210 , Pg.265 , Pg.269 , Pg.270 ]




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