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Two-dimensional analysis

Groundwater pollution problems, however, are modeled using a two dimensional analysis. A typical aquifer has area dimensions that are much hirger than the vertical dimension. Therefore, chemictils dissolved in the groundwater aclticvc ertical uniformity a short distance from the source and the chemical plume will move in the lateral and longitudinal directions. [Pg.363]

The original ideas of Evans and Polanyi [1] to explain such a Hnear relation between activation energy and reaction energy can be illustrated through a two-dimensional analysis of two crossing potential energy curves. [Pg.5]

Tang, Q., Harrata, A. K., Lee, C. S. (1997). Two-dimensional analysis of recombinant E. coli proteins using capillary isoelectric focusing electrospray ionization mass spectrometry. Anal. Chem. 69(16), 3177-3182. [Pg.241]

HPLC fractionation is the first step (dimension) in the two-dimensional analysis of complex peptide mixtures. This step is generally carried out by gradient elution... [Pg.366]

A mathematical analysis of the process is extremely difficult and requires to solve the Reynolds equation of lubrication theory and apply the solution to the cavitation boundary conditions. A two-dimensional analysis of the pressure distribution in the plane of the roll nip showed that the liquid pressure rises sharply to a large value near the nip, and drops equally sharply to a minimum justbeyond the nip. Before large negative pressures are reached, the liquid may cavitate as a result of the expansion of entrained gases within the liquid. [Pg.192]

Output includes node displacements, member end forces and support reactions A three-dimensional model would produce more accurate results hut a two-dimensional analysis normally is sufficient for this type of structure. Members will be subjected to loads from both long and short walls. The member capacity used in the mode or the allowable deformation must be limited to account for the fact that the members will be subjected to simultaneous bi-axial loading. A typical capacity reduction factor is 25%. This factor reflects the fact that peak stresses from each direction rarely occur at the same time. [Pg.115]

In dianthronylidene (98) pairs of overcrowded carbon atoms would be only 1-4 A apart in a planar model. A two-dimensional analysis by Harnik and Schmidt (1954) using Fourier methods shows that the molecule approximates to symmetry 2/m although the only crystallographic requirement is a centre. Distortion, as shown in Fig. 19, occurs to increase the separation between the overcrowded carbon atoms to... [Pg.273]

Fig. 3. Two-dimensional analysis of PDZ proteins interacting with the 5-HT2A and the 5-HT2C receptors C-termini. (A) Proteins from mice brain that bind to the C-terminus of the last 14 residues of the receptors were separated on 2D gels and stained with silver. Proteins that interact specifically (directly or indirectly) with the PDZ ligand of the receptor (arrows) were detected comparing protein patterns obtained with the native peptides (see Fig. 1) and mutant peptides in which the last residue was replaced by alanine. The position of one protein retained in a PDZ-independent manner by the 5-HT2A receptor C-terminus is also indicated (arrowhead). (B) Molecular determinants in the C-terminus of 5-HT2A receptor involved in its preferential interaction with CIPP. Fig. 3. Two-dimensional analysis of PDZ proteins interacting with the 5-HT2A and the 5-HT2C receptors C-termini. (A) Proteins from mice brain that bind to the C-terminus of the last 14 residues of the receptors were separated on 2D gels and stained with silver. Proteins that interact specifically (directly or indirectly) with the PDZ ligand of the receptor (arrows) were detected comparing protein patterns obtained with the native peptides (see Fig. 1) and mutant peptides in which the last residue was replaced by alanine. The position of one protein retained in a PDZ-independent manner by the 5-HT2A receptor C-terminus is also indicated (arrowhead). (B) Molecular determinants in the C-terminus of 5-HT2A receptor involved in its preferential interaction with CIPP.
An accurate description of the SCL current requires two-dimensional analysis. Current continuity requires that the SCL current equals the current in the shortened saturated transistor, i.e. the saturation current of Eq. (3) multiplied with the factor L/(L — AL). Solving the equations for AL, the drain current reads ... [Pg.335]

So far in the case-study, we have focused on variance propagation methods and have not made an effort to distinguish between the relative contributions to overall variance from uncertainty and variability. In the examples above, the cumulative distributions presented in figures all reflect overall variance that includes the combined contributions from both uncertainty and variability. So our last step is to illustrate a two-dimensional analysis in which we distinguish and display separate contributions from uncertainty and variability. We begin this analysis by going back to our inputs and assessing the relative contributions from uncertainty and variability. [Pg.134]

Difusion Equation—We shall now proceed to discuss the general equations applying to a few special cases. Consider first a line source of particle emission in the ys-plane, at a height z above the xy-plane then any occurrence in the xz-plane through the line source will be the same in any other xz-plane. In other words, the problem is reduced to a two-dimensional analysis. If the particles are subject to a fluid velocity in the x-direction equal to vXi and if the particles are small enough that... [Pg.390]

Fig. 2. Representative HUVEC transfection efficacy of C32 and method for FACS gating. The one-dimensional histogram of C32/DNA transfected cells (56.5% positive) (left) includes some falsely positive cells that are excluded during the two-dimensional analysis of the same data set as shown by the FACS density plot gating for the negative control (0% positive) (middle) and the C32/DNA transfection (44.7% positive) (right). Ratio of GFP fluorescence (x-axis) to background fluorescence (y-axis) is used to accurately gate positive cells. Fig. 2. Representative HUVEC transfection efficacy of C32 and method for FACS gating. The one-dimensional histogram of C32/DNA transfected cells (56.5% positive) (left) includes some falsely positive cells that are excluded during the two-dimensional analysis of the same data set as shown by the FACS density plot gating for the negative control (0% positive) (middle) and the C32/DNA transfection (44.7% positive) (right). Ratio of GFP fluorescence (x-axis) to background fluorescence (y-axis) is used to accurately gate positive cells.
Isoelectric focusing and electrophoresis were used for protein mapping and to study protein extraction in horizontal ultra-thin-layer format [138], The 0.12-0.36-mm-thick polyacrylamide gel layer was deposited onto tiny glass plates (e.g., microscope slides). The method enabled the analysis of 1-ng tissue culture specimens. Ultra-thin-layer polyacrylamide isoelectric focusing gel was also employed in two-dimensional analysis of plant and fungal proteins. Marlow et al. [139] reported on the use of 0.2-mm semirigid backing (polyester)-supported... [Pg.98]

The reaction rates are the same for the formation of PsCl, PsBr, and PsI within the accuracy of the measurement. The reaction rate of PsF is somewhat smaller and has a larger statistical error (see Table 14.2). The determination of KM is less accurate for PsF than for the other halides since the annihilation lineshape from this state is very similar to that of the free positrons. If one tentatively uses KM= 0.3 109/s as a fixed parameter in the two-dimensional analysis, the quality of the fit does not deteriorate compared to Km = 0.18 109/s. It may, therefore, be concluded that the... [Pg.361]

Fig. 12 Theoretical analysis of initial crack growth directions. In a first step, the three-dimensional elastic contact stress field is calculated within the polymer body under small amplitude reciprocating micro-motions. A two-dimensional analysis of crack initiation is subsequently carried out using the calculated stress values in the meridian plane of the contact (Oxz). Average shear (rm) and tensile (crm) stresses are calculated for different locations in the contact and for different orientations, a, with respect to the normal to the contact plane... Fig. 12 Theoretical analysis of initial crack growth directions. In a first step, the three-dimensional elastic contact stress field is calculated within the polymer body under small amplitude reciprocating micro-motions. A two-dimensional analysis of crack initiation is subsequently carried out using the calculated stress values in the meridian plane of the contact (Oxz). Average shear (rm) and tensile (crm) stresses are calculated for different locations in the contact and for different orientations, a, with respect to the normal to the contact plane...
Focusing Isoelectric focusing is an integral part of the two-dimensional analysis of... [Pg.137]

In the same way, the rotational relaxation time can be assumed to depend on b, kgT, Pj, and N. In this case, the two-dimensional analysis suggests that... [Pg.429]

Amino acid analysis is often touted as the most accurate method for determination of protein concentration. The data from this 1996 ABRF AAA study indicate that the vast majority of member facilities that participated in this study quantitate soluble protein well. The most striking aspect of this study, however, was the ability of the laboratories to identify the protein solely on its amino acid composition. The data from approximately 90% of the participants were sufficient for correct identification, if one knew the species of the protein s origin. Currently, identification of unknown proteins from AAA data is not frequently used for simple soluble proteins, such as triosephosphate isomerase. The technique is more commonly used to identify proteins that have been separated by two dimensional analysis on isoelectric focusing and SDS electrophoresis and then transferred to PVDF membranes. Such samples are usually present in low... [Pg.215]

Pardo, M., Monteoliva, L., Pla, J., Sanchez, M., Gil, C., and Nombela, C. 1999. Two-dimensional analysis of proteins secreted by Saccharomyces cerevisiae regenerating protoplasts A novel approach to study the cell wall, feast 15, 459-472. [Pg.118]

S. Majumdar, A. K. Guha, Y. T. Lee, K. K. Sirkar, A two-dimensional analysis of membrane thickness in a hollow-fiber-contained hquid membrane permeator, J. Membr. Sci. 43 (1989) 259-276. [Pg.355]


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Dimensional analysis

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