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X-axis

If the value on the x-axis were continuous rather than split into discrete ranges, the discrete PDF could be represented by a continuous function. This is useful in predicting... [Pg.159]

For oilfield use, the x-axis on expectation curves is typically the STOIIP, GIIP, UR, or Reserves of a field. [Pg.161]

The measurements are done at a table with two in X- and Y- direction moveable axes. The measured structures, by an Aluminium-alloy, are situated at the X-axis. The sensor at the Y-axis scans the structure step by step. The position and the electoral signal are measured for every step. A computer controls the movement of the sensor and the data acquisition. [Pg.369]

Finally, we can write the signal S( x,y,t) received at time t and for the scanning position (x, y) (the x-axis being in the plane of incidence while the y-axis being normal to it) as an integral over the surface of the defect... [Pg.738]

We now define the effect of a translational synnnetry operation on a fiinction. Figure Al.4.3 shows how a PHg molecule is displaced a distance A X along the X axis by the translational symmetry operation that changes Xq to X = Xq -1- A X. Together with the molecule, we have drawn a sine wave symbolizing the... [Pg.162]

Figure A3.13.4. Potential energy euts along the nonnal eoordinate subspaee pertaining to the CH ehromophore in CHD. is the A eoordinate in synnnetry, essentially ehanging stnieture along the x-axis see also Figure A3,13,5. and Q 2 the "eoordinate, essentially ehanging stnieture along they-axis. Figure A3.13.4. Potential energy euts along the nonnal eoordinate subspaee pertaining to the CH ehromophore in CHD. is the A eoordinate in synnnetry, essentially ehanging stnieture along the x-axis see also Figure A3,13,5. and Q 2 the "eoordinate, essentially ehanging stnieture along they-axis.
A set of rules determines how to set up a Z-matrix properly, Each line in the Z-matiix represents one atom of the molecule. In the first line, atom 1 is defined as Cl, which is a carbon atom and lies at the origin of the coordinate system. The second atom, C2, is at a distance of 1.5 A (second column) from atom 1 (third column) and should always be placed on one of the main axes (the x-axis in Figure 2-92). The third atom, the chlorine atom C13, has to lie in the xy-planc it is at a distanc e of 1.7 A from atom 1, and the angle a between the atoms 3-1-2 is 109 (fourth and fifth columns). The third type of internal coordinate, the torsion angle or dihedral r, is introduced in the fourth line of the Z-matiix in the sixth and seventh column. It is the angle between the planes which arc... [Pg.93]

For each combination of atoms i.j, k, and I, c is defined by Eq. (29), where X , y,. and Zj are the coordinates of atom j in Cartesian space defined in such a way that atom i is at position (0, 0, 0), atomj lies on the positive side of the x-axis, and atom k lies on the xy-plaiic and has a positive y-coordinate. On the right-hand side of Eq. (29), the numerator represents the volume of a rectangular prism with edges % , y ., and Zi, while the denominator is proportional to the surface of the same solid. If X . y ., or 2 has a very small absolute value, the set of four atoms is deviating only slightly from an achiral situation. This is reflected in c, which would then take a small absolute value the value of c is conformation-dependent because it is a function of the 3D atomic coordinates. [Pg.424]

The Euler angles are often used to describe the orientations of a molecule. There are thre Euler cmgles d and ip. is a rotation about the Cartesian z axis this has the effec of moving the x and y axes, d is a rotation about the new x axis. Finally, ip is rotation about the new z axis (Figure 8.4). If the Euler angles are randomly changed b small amounts S[Pg.437]

The intersection of the slope and the x axis atx[ is closer to the root/(a ) = 0 than xo was. By repeating this process, one can arrive at a point Xn arbitrarily close to the root. [Pg.8]

If there were three masses moving on the x-axis and interacting with one another, the Hessian matrix would be 3 x 3... [Pg.141]

The average value of the momentum along the x-axis ean be eomputed either as the sum of the probabilities multiplied by the momentum values ... [Pg.53]

Inserting the full expression for /(x,y) and integrating over x and y from 0 to Lx and Ly, respeetively, this integral is seen to vanish. This means that the result of a large number of measurements of px on eleetrons eaeh deseribed by the same / will yield zero net momentum along the x-axis. half of the measurements will yield positive momenta and half will yield negative momenta of the same magnitude. [Pg.54]

In a Lineweaver-Burke analysis Mk pp is plotted as a function of l/[catalyst]. The intercept of this plot on the y-axis provides the value of Vk-yA, whereas the intercept on the x-axis yields the value for 1/K,z. [Pg.74]

H NMR spectrum of chloro form (HCCI3) Chemical shifts are measured along the X axis in parts per million (ppm) from tetramethylsi lane as the reference which IS assigned a value of zero... [Pg.525]

Now work from Ihese C 4 prolons Drawing a verfical line from 8 1 6 on fhe X axis finds Iwo cross peaks One cross peak simply confirms fhe coupling lo fhe pro tons al C 3 The olher has a y coordmafe of 8 1 3 and Iherefore musl correspond to fhe prolons al C 5... [Pg.556]

An appropriate standard additions calibration curve based on equation 5.8 plots Sspi elVo + Vs) on they-axis and CsVs on the x-axis. Clearly explain why you cannot plot Sspike on the y-axis and Cs[ Vs/( Vo Vj)] on the x-axis. Derive equations for the slope and y-intercept, and explain how the amount of analyte in a sample can be determined from the calibration curve. [Pg.131]


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Propagation along the optic axis for wavelengths pitch analogy with Darwins dynamical theory of X-ray diffraction

X-axis changing

X-axis range

X-y axis

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