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Blow up effect

The principle of the drop volume method is of dynamic character and therefore, it can be used for studies of adsorption processes in the time interval of seconds up to some minutes. At small drop times a so-called hydrodynamic effect has to be considered, as discussed in many papers (Davies Rideal 1969, Kloubek 1976, Jho Burke 1983, Van Hunsel et al. 1986, Van Hunsel 1987, Miller et al. 1994a). This hydrodynamic effect appears at small drop times under the condition of constant liquid flow into the drop and gives rise to apparently higher surface tensions. Davies Rideal (1969) discussed two factors influencing the drop formation at and its detachment from the tip of a capillary the so-called "blow up" effect and a "circular current" effect inside the drop. The first effect increases the detaching drop volume and simulates a higher surface tension while the second process leads to an earlier break-off of the drop and results in an opposite effect. A schematic of these two effects on measured drop volumes is shown in Fig. 5.10. [Pg.155]

Reactive Chemicals Reviews The process chemistry is reviewed for evidence of exotherms, shock sensitivity, and other insta-bihty, with emphasis on possible exothermic reactions. It is especially important to consider pressure effects— Pressure blows up people, not temperature The pumose of this review is to prevent unexpected and uncontrolled chemical reactions. Reviewers should be knowledgeable people in the field of reactive chemicals and include people from loss prevention, manufacturing, and research. [Pg.2271]

A plastic film, 0.1 mm thick, is required to have its orientation in the transverse direction twice that in the machine direction. If the film blowing die has an outer diameter of 100 mm and an inner diameter of 98 mm estimate the blow-up ratio which will be required and the lay flat film width. Neglect extrusion induced effects and assume there is no draw-down. [Pg.341]

Now it makes the solution simpler to assume that the blow up ratio is given by Dft/Di (ie rather than Db/D ). Also this seems practical because the change from D to D is caused solely by inflation whereas the change from D to Db includes die swell effects. [Pg.383]

The heat evolved from these exothermic reactions also increases significantly and if steps are not taken to dissipate it, there can be unfortunate consequences (you can blow up the lab, not to mention yourself) This is called the Trommsdorff effect, even though it was apparently originally discovered by two guys named Nonish and Smith. This effect can be explored further by considering another useful quantity we can obtain from kinetics, an equation for the degree of conversion as a function of time. [Pg.102]

X = V-r are unstable, and exist only below the bifurcation (r < 0), which motivates the term subcritical. More importantly, the origin is stable for r < 0 and unstable for r > 0, as in the supercritical case, but now the instability for r > 0 is not opposed by the cubic term—in fact the cubic term lends a helping hand in driving the trajectories out to infinity This effect leads to blow-up-, one can show that x(f) -> oo in finite time, starting from any initial condition Xq 0 (Exercise 2.5.3). [Pg.59]

An ideal gas is simply a model of the way that particles (molecules or atoms) behave at the microscopic level. The behavior of the individual particles can be inferred from the macroscopic behavior of samples of real gases. We can easily measure temperature, volume, pressure, and quantity (mass) of real gases. Similarly, when we systematically change one of these properties, we can determine the effect on each of the others. For example, putting more molecules in a balloon (the act of blowing up a balloon) causes its volume to increase in a predictable way. In fact, careful measurements show a direct proportionality between the quantity of molecules and the volume of the balloon, an observation made by Amadeo Avo-gadro more than 200 years ago. [Pg.149]

Fig. 5.10. Schematisation of the "blow up" (1) and "circulation" (2) effects on experimentally determined drop volumes... Fig. 5.10. Schematisation of the "blow up" (1) and "circulation" (2) effects on experimentally determined drop volumes...
Sea transport is of especial importance to the Greek Army just now for two reasons because of the bad condition of the roads and railways, which were left in horrible condition after the German evacuation and which the guerrillas have been blowing up on every possible occasion since, and also because it enables surprise to be effected, since sea movement is far easier to accomplish secretly than cross-country movement where large numbers of troops are concerned. [Pg.207]

The comparison of the calculated spectra of the free ions and the ones in the crystal is not straightforward. Indeed, in the crystal, the presence of the first coordination shell increases the number of electrons and basis functions in the calculations, resulting in a blow-up of the Cl expansion, mainly due to the generated doubly-excited configurations. One should bare in mind that this increase is about six time as fast in double group symmetries as in the non-relativistic symmetry. In a non effective Hamiltonian method, the only way to keep the size of the DGCI matrix to an affordable size of few million configurations, is to cut down the number of correlated electrons. This may essentially deteriorate the quality of electron correlation as the contributions of the spin-orbit interaction... [Pg.537]

During World War I, chemical warfare began with the German introduction of portable flamethrowers, which were not terribly effective after the initial shock wore off. There were a number of problems with flamethrowers the flames lasted only a minute or two the devices had a tendency to blow up and kill the operator and they were easy to counter by shooting the operator. [Pg.90]


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See also in sourсe #XX -- [ Pg.155 ]




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