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Boxes compared

If it is thought that a bulk system is homogeneous for a particular component, then a random sample is taken. This would be just one sample taken from one location at random in the bulk system. An example would be when determining the level of active ingredient in a pharmaceutical product stored in boxes of individual bottles in a warehouse. Having no reason to assume a greater concentration level in one bottle or box compared to another, a sample is chosen at random. [Pg.55]

Rodents do not like to be out in the middle of a large open space. This makes sense, because going into open spaces increases the likelihood that the rodent will be spotted by a predator. Scientists can use the natural desire rodents have to avoid open spaces as a measure of how anxious a rat or a mouse is. In the defensive withdrawal test, rats or mice are placed in a bright open space that has an enclosed dark box off to one side. The amount of time that the rodent spends inside the box compared with the amount of time the rodent spends outside is thought to be a measure of anxiety. This test has been shown to be fairly sensitive to drugs. [Pg.66]

Fig. 7. Critical stress intensity factors Kic obtained in isothermal loading (hollow boxes) compared to results obtained in thermomechanical loading (cooling down, filled boxes) with i speed range dK/dt of 0.006 -... Fig. 7. Critical stress intensity factors Kic obtained in isothermal loading (hollow boxes) compared to results obtained in thermomechanical loading (cooling down, filled boxes) with i speed range dK/dt of 0.006 -...
Figure 4.5 Simulated densities of Ar at 77.5 K (thick line) and CO2 at 195.5 K (thin line) adsorbed on an fee array of C60 molecules approximated as spherical bodies are plotted as a fimetion of distance from the sohd adsorbent. Adsorption on the outermost layer of C60 spheres produces three density peaks one at 1.4 nm in the deep (and strongly interacting) crevices located in the centers of the squares formed by four C60 molecules one at 1.8 nm in the crevices between pairs of neighboring C60 s and one at 2.1 nm for adsorbed molecules directly over a C60. Peaks at larger distances reflect structure in the adsorbed fluid, with the CO2 density decreasing to zero after second layer formation at 195.5 K because of its reladvely small amount in the simulation box compared to the Ar multilayer densities at 77.5 K. Figure 4.5 Simulated densities of Ar at 77.5 K (thick line) and CO2 at 195.5 K (thin line) adsorbed on an fee array of C60 molecules approximated as spherical bodies are plotted as a fimetion of distance from the sohd adsorbent. Adsorption on the outermost layer of C60 spheres produces three density peaks one at 1.4 nm in the deep (and strongly interacting) crevices located in the centers of the squares formed by four C60 molecules one at 1.8 nm in the crevices between pairs of neighboring C60 s and one at 2.1 nm for adsorbed molecules directly over a C60. Peaks at larger distances reflect structure in the adsorbed fluid, with the CO2 density decreasing to zero after second layer formation at 195.5 K because of its reladvely small amount in the simulation box compared to the Ar multilayer densities at 77.5 K.
The results of applying the SIMCA procedure can perhaps best be seen in a diagram such as that shown in Fig. 7.4. The hyper-boxes do not fit around all of the points in each class but for the purposes of prediction it is possible to assign a sample to the nearest hyper-box. The size and shape of the hyper-boxes allows a probability of class membership to be assigned to predictions and if the objects within a class have some associated continuous property, it is possible to make quantitative predictions (by the position of a sample within the hyper-box compared to other points). The SIMCA technique has been applied to a variety of problems within the QSAR field and others. One data set that has already been cited (Section 5.2) was also analysed by SIMCA (Scarminio et al. 1982). This data consisted of water samples characterized by their concentrations of four elements (the four most important for classification were chosen from a total of 18 elements measured). A comparison of the performance of SIMCA and the worst nearest neighbour analysis is shown in Table 7.4. For a test set of seven samples, four Lindoya and three Serra Negra, the 9-NN analysis classified all correctly while the SIMCA method mis-classified two of the Serra Negra samples as Valinhos. [Pg.147]

How many different ways are there of putting a red, a blue, and a green ball in four separate boxes Compare your answer with exercise 17.2. [Pg.628]

Figure 32 Spectral simulations showing integration ratios in heterodecoupled perfect-HSQC spectra (A) optimized to a single A value of 3.6 ms, corresponding to 140 Hz (B) average spectrum after combining four datasets acquired with A values of 2.94 ms (170 Hz), 2.86 ms (175 Hz), 2.86 ms (175 Hz), and 5.88 ms (85 Hz). The simulated protons have J(HH) and 7(CH) values in the range between 10-30 Hz and 120-180 Hz, respectively. Enhanced boxes compare signal intensity integration for two different protons. Adapted from Ref. [95],... Figure 32 Spectral simulations showing integration ratios in heterodecoupled perfect-HSQC spectra (A) optimized to a single A value of 3.6 ms, corresponding to 140 Hz (B) average spectrum after combining four datasets acquired with A values of 2.94 ms (170 Hz), 2.86 ms (175 Hz), 2.86 ms (175 Hz), and 5.88 ms (85 Hz). The simulated protons have J(HH) and 7(CH) values in the range between 10-30 Hz and 120-180 Hz, respectively. Enhanced boxes compare signal intensity integration for two different protons. Adapted from Ref. [95],...
In Table 1 the CPU time required by the two methods (LFV and SISM) for 1000 MD integration steps computed on an HP 735 workstation are compared for the same model system, a box of 50 water molecules, respectively. The computation cost per integration step is approximately the same for both methods so that th< syieed up of the SISM over the LFV algorithm is deter-... [Pg.343]

The salient comparisons are between the bars marked P3-Dk, our initial parallel PME implementation, and DP-4, the macroscopic multipole method with four levels of macroscopic boxes. Though it is difficult to create a completely fair comparison in terms of the relative accuracy of the potentials and forces as computed by the two methods, the parameters for these simulations were tuned to give comparable overall accuracy. PME is clearly... [Pg.468]

The problems already mentioned at the solvent/vacuum boundary, which always exists regardless of the size of the box of water molecules, led to the definition of so-called periodic boundaries. They can be compared with the unit cell definition of a crystalline system. The unit cell also forms an "endless system without boundaries" when repeated in the three directions of space. Unfortunately, when simulating hquids the situation is not as simple as for a regular crystal, because molecules can diffuse and are in principle able to leave the unit cell. [Pg.366]

MO Media Summary. When compared to magnetic recording on hard disks, the advantage of MO data storage is the removabiUty of the disks and the high storage capacity (especially on multiplatter (juke-box) systems) whereas the access times have not yet been reached. [Pg.148]

Figure 9.6 The DNA fragment is sharply bent in the TATA box region (orange) so that the DNA helices on both sides form an angle of about 110° to each other instead of 180° for undistorted B-DNA. The view of the DNA is rotated about 90° compared with that of Figure 9.5. Figure 9.6 The DNA fragment is sharply bent in the TATA box region (orange) so that the DNA helices on both sides form an angle of about 110° to each other instead of 180° for undistorted B-DNA. The view of the DNA is rotated about 90° compared with that of Figure 9.5.
TFIIA also has two domains, one of which is a four-helix bundle and the other an antiparallel p sandwich. The p sandwich interacts with the N-termi-nal half of TBP and thus positions TFIIA on the other side of the complex compared with TFIIB. This domain also interacts with phosphates and sugars of DNA upstream of the TATA box. Tbe four-helix bundle domain makes no contact with DNA or TBP and is far removed from the position of TFIIB. [Pg.159]


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