Termination point

During the oxidation process, leaf color changes from green to copper and a pleasant characteristic aroma develops. In most instances, the proper termination point is deterrnined by the skill of the process supervisor (tea maker) on whose judgment the value of the final product is highly dependent. However, some attempts to control a suitable end point by instmmental techniques have been made. The fermentation step is terrninated by firing (drying). 

Termination points K = oo) The root loei terminate at the open-loop zeros when they exist, otherwise at infinity. 

In the case of a car journey, this is the equivalent of the driver keeping his foot flat down on the accelerator for the entire journey, except at the terminal point, when he brakes as hard as possible. 

Termination points for the ground flare system shall be the burner tips / junction boxes at burner bottom (ground level) and on the ignition/control board. 

General arrangement drawings with location and characteristics of terminal points,... 

Fig. 15, almost all trajectories join two focal points. One of the focal points corresponds to the bulk solution (1,1) and the origin of the (cr, h) plane. The other focal point, (0,0) in the (g+,g ) plane, corresponds to the limiting curve in the (cr, 6) plane formed by the terminal points. The trajectories terminate when the profiles (z) and g (z) vanish. 

Head-to-head units formed in a molecule have not only been considered as initiation sites for the dehydrochlorination but also as termination points for the growing polyene sequences [19,66,68]. Head-to-head units can either be formed through termination by combination [Eq. (19)] or by head-to-head addition during propagation [Eq. (20)]. 

In order to study lattice relaxation effect by ASR we assume a simple model. As a first step we consider the terminal point approximation. Here the distortion of the lattice taken into account is the stretching or the contraction and angular distortion of the bond connecting two sites in a lattice and the effect of neighbouring site is neglected. As a result of such distortion the structure matrix takes the form ... 

The termination point in any system is the discharge cowl, and many designs are used. 

Comparison of Equation (1.16) to Equation (1.17) shows that in both cases the value of the integrals is defined by the distance from the particle to terminal points... 

Taking into account the fact that the interval dl is very small, the integral is equal to g(Ain and the right hand side of Equation (1.18) describes this product. Performing a summation of these integrals along the path with terminal points p and p2, we obtain ... 

Here L and L2 are two arbitrary paths, connecting the same terminal points, Fig. 1.6a. 

After integration of this equation along an arbitrary path with terminal points a and b, we obtain... 

Thus, the integral of the field g along a path is expressed by the difference of potentials at terminal points of this path. Certainly, it is much simpler to take a difference of the scalar at these points U b)—U a), than to perform an integration, and this fact demonstrates another advantage of using the potential. 

It is clear that if values of a linear function are known at terminal points of some interval of x, then it can be calculated at every point inside. In the same manner, if a harmonic function is given at each point of the boundary surface surrounding the volume, it can be determined at any of its point. 

If a linear function has equal values at terminal points of the interval, then it has the same value inside it, that is, the linear function is constant. By analogy, if a harmonic function has same value at all points of the boundary surface, then it has the same value at any point within the volume. 

Of course, both statements can be proved from the theorem of uniqueness for the attraction field. In addition, it is appropriate to comment a linear function reaches its maximum at terminal points of the interval. The same behavior is observed in the case of harmonic functions, which cannot have their extreme inside the volume. Otherwise, the average value of the function at some point will not be equal to its value at this point, and, correspondingly, the Laplacian would differ from zero. At the same time, saddle points may exist. 

Thus, the pressure has a maximum at the center and the decreases as a parabolic function and it is equal to zero at the pole. Next, consider the distribution of pressure in the channel A, where both the attraction and centrifugal forces act on any particle. Inasmuch as a difference of a pressure at terminal points of both channels is the same and a >, it is natural to assume that the attraction field in the channel A is smaller and suppose that the correction factor is equal to the ratio of axes, bja. Correspondingly, a condition of equilibrium is... 

X2i, Xu are horizontal coordinates of terminal points of the i-layer, and is its density. In particular, if 5i is constant within the body, we have... 

Because of the influence of potential gradients, the work function depends on the position of the point to which the electron is transferred. As in the definition of surface potential, a point a) situated in the vacuum just outside the metal is regarded as the terminal point of transfer. It is assumed, moreover, that when the transfer has been completed, the velocity of the electron is close to zero (i.e., no kinetic energy is imparted on it). 

Here the first entropy 5 (1 (x2) has been expanded symmetrically about the terminal points to quadratic order. 

Equipment branch general symbol Note. The upper representation does not necessarily imply a flange, merely the termination point. Where a breakable connection is required the branch/pipe would be as shown in the lower symbol H ... 

Perhaps the greatest source of error is introduced by the double integration of the experimental derivative curve. The exact location of the baseline is critical since the outer regions or wings of the spectrum are weighted more heavily than the central portion. One necessary requirement is that the areas enclosed by the curve above and below the baseline must be equal. After the baseline and the initial and terminal points on the spectrum have been determined, the integration can be carried out rather easily by numerical techniques. 

This terminal point in hydrogen production can be used for refueling hydrogen-powered or hydrogen transport vehicles. There is also an option to canalize hydrogen in a natural gas (NG) pipeline provided that the distance from the WF is fairly short. Flydrogen injection in NG pipelines may improve NG energy properties [45]. 

Figure 1.1 (a) Chemical potential diagrams for systems forming a complete range of solid solutions. The tangent shows at its terminal points, X, Y the chemical potentials of the elements x and y which are in equilibrium with the solid solution of composition M (b) Potentials for the system A-B, which forms the two stable compounds the stoichiometric A2B and the non-stoichiometric AB2. The graph shows that there are many pairs of potentials A, B in equilibrium with A2B and only one pair for a particular composition of AB2 AB is metastable with respect to decomposition to A2B and AB2... 

---