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Negative cube

Paste Mixing. The active materials for both positive and negative plates are made from the identical base materials. Lead oxide, fibers, water, and a dilute solution of sulfuric acid are combined in an agitated batch mixer or reactor to form a pastelike mixture of lead sulfates, the normal, tribasic, and tetrabasic sulfates, plus PbO, water, and free lead. The positive and negative pastes differ only in additives to the base mixture. Organic expanders, barium sulfate [7727-43-7] BaSO carbon, and occasionally mineral oil are added to the negative paste. Red lead [1314-41 -6] or minium, Pb O, is sometimes added to the positive mix. The paste for both electrodes is characterized by cube weight or density, penetration, and raw plate density. [Pg.576]

When it strains in this way, the cube usually gets thinner. The amount by which it shrinks inwards is described by Poisson s ratio, v, which is the negative of the ratio of the inward strain to the original tensile strain ... [Pg.30]

If the bulk modulus were negative, a hydrostatic pressure would cause expansion of a cube of isotropic material Finally, for isotropic materials, Poisson s ratio is restricted to the range... [Pg.67]

It is often necessary to convert a unit that is raised to a power (including negative powers). In such cases, the conversion factor is raised to the same power. For example, to convert a density of 11 700 kg-m-3 into grams per centimeter cubed (g-cm 3), we use the two relations... [Pg.32]

Preparation of the alcohol insoluble solids (AIS) The content of the can was drained and the carrot cubes were immediately frozen in hquid nitrogen, freeze-dried and milled. Carrot powder (ca. 10 g) was mixed with 200 ml 80% ethanol previously heated to 60°C. After filtration the residue was extracted with ethanol until the filtrate was colorless (5 times) and gave negative reaction with phenol-sulfuric acid test (Dubois et al., 1956). [Pg.497]

The negative sign in equations 54-19 and 54-20 reflect the fact that the maximum second derivative is a negative value, which also agrees with Figure 54-1, and it also tells us that the magnitude of the second derivative decreases inversely as the cube of a (for the Normal band shape) and inversely as the fifth power of a (for the Lorentzian band shape), that is as the bandwidth of the absorbance band increases. This explains why the derivatives of the broad absorbance band decrease with respect to the narrow absorbance band as we see in Figure 54-1, and more so as the derivative order increases. [Pg.344]

The curve is asymmetrical with a longer tail stretching off towards the more negative values. The mean, median and mode are now separated in the other direction, with x remaining closest to the tail. This type of distribution can sometimes be made normal by performing a power transformation (squaring or cubing the data). [Pg.207]

If the vector defining the surface normal requires a negative sign, that component of the Miller index is denoted with an overbar. Using this notation, the surface defined by looking up at the bottom face of the cube in Fig. 4.4 is the (001) surface. You should confirm that the other four faces of the cube in Fig. 4.4 are the (100), (010), (100), and (010) surfaces. For many simple materials it is not necessary to distinguish between these six surfaces, which all have the same structure because of symmetry of the bulk crystal. ... [Pg.89]

So, for example, we can use the matrix of Formrrla 2.3 to see that the determinant of our favorite rotation is (0)(0) — (1)(—1) = 1. Note that we could just as well have used the matrix of Formula 2.4 to calculate the same answer (0) (0) — (2)(— ) = 1. No one familiar with the geometric interpretation of the determinant will be surprised by this result the determinant of a matrix with real entries is always the signed volume of the image of the unit square (or cube, or higher-dimensional cube), with a negative sign if the linear transformation changes the orientation. For more on this topic, see Lax [La, Chapter 5]. [Pg.60]

The cube root law equation is obtained wlMgiis extremely small, and the negative two-thirds law is obtained in the case wh flti = Ms. [Pg.474]


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See also in sourсe #XX -- [ Pg.217 ]




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