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Synchronization breakdown

Through the deterministic, time-synchronized breakdown of the primary demand via e.g. bills of materials, work sheets, and time estimates, the supply chain simulation determined that from the 7 to the 9 time unit, in each case up to 90 hours capacity will be required. The expert group in this example decided to raise the capacity offer for these three time units e.g. through additional work or additional personnel to 94 hours per time unit. Other additional loads, e.g. from the... [Pg.134]

The spced-torqtie characteristic is the lehitionship between the torque and the speed, in the range from zero to synchronous speed. This relationship, when expressed as a eui ve. w ill include breakdown torque (pull-out torque), pull-up toi que and starting torque. The speed-current characteristic is the relationship of the current to (he speed. [Pg.257]

Scheme 20. Energy diagrams. (A) Rapid formation of an intermediate complex followed by slow cleavage of the Si-X bond to give products. (B) Formation of an intermediate in the rate-determining step followed by fast breakdown to the products. (C) Synchronous bondforming and bond-breaking, involving a single transition state. ar.c. = reaction coordinate. Scheme 20. Energy diagrams. (A) Rapid formation of an intermediate complex followed by slow cleavage of the Si-X bond to give products. (B) Formation of an intermediate in the rate-determining step followed by fast breakdown to the products. (C) Synchronous bondforming and bond-breaking, involving a single transition state. ar.c. = reaction coordinate.
Figure 3.4. Breakdown of the slow variable picture of Eq. (3.29) for typical liquid phase reactions. In the gas phase, typical reaction coordinate potentials U x) cause an explosive departure of the reaction coordinate from toward Xp. As shown, for the slow variable picture to be valid the solvent schematized as two solvation shells must make an unphysical synchronous explosive departure, because only then can near equilibrium between the solute schematized by a cation and the solvent be maintained. Figure 3.4. Breakdown of the slow variable picture of Eq. (3.29) for typical liquid phase reactions. In the gas phase, typical reaction coordinate potentials U x) cause an explosive departure of the reaction coordinate from toward Xp. As shown, for the slow variable picture to be valid the solvent schematized as two solvation shells must make an unphysical synchronous explosive departure, because only then can near equilibrium between the solute schematized by a cation and the solvent be maintained.
Figure 7.19 shows numerically calculated values of as a function of r for some values of C2, for each of which steadily rotating solutions are still stable. Note that the curves R versus r are rather insensitive to Ci. Combining this fact with (7.2.22) which expresses the amplitude dependence of the effective local frequency to, we see qualitatively how ib depends on r. We now realize that the system may be viewed as an array of radially coupled oscillators with a non-uniform distribution of the local frequencies d>(r). It is clear that increasing c2 makes the spatial gradient of o)(r) steeper especially in some regions near the core. The local oscillators will then find it more difficult to maintain mutual synchronization over the entire system. The resulting breakdown of the synchronization seems to be the cause of turbulence. [Pg.140]

The synchronized deterministic breakdown of the primary demand using bills of material, work sheets, and time estimates then leads to scheduled individual demand for all resources, such as inventory, workplaces, tools, etc. This individual demand (secondary demand) reflects the debit entries on the T-account per le-source and deadline ... [Pg.126]

With the synchronized deterministic breakdown of the ideal sales plan into scheduled demand for semi-finished products (internal production) and purchased parts, as well as in scheduled load for manpower and machine workplaces, it is then possible to compare them to the previously planned resources. [Pg.185]

The secondary operation can be synchronized with the blowing machine or can be independent of the blow molding cycle. Both solutions are expensive and involve labor costs, and they only make sense for small production quantities, when older blow machines are used, or in cases in which the process is prone to frequent breakdowns. [Pg.157]

Normally, the motor accelerates the load and operates at the point of intersection of the load line and the motor speed-torque curve. The motor always operates between the breakdown torque point and the synchronous speed point that corresponds to the 1800 rpm location on the horizontal axis. If additional load torque is required, the motor slows down and develops more torque by moving up toward the breakdown torque point. Conversely, if less torque is required, the motor speeds up slightly toward the 1800 rpm point. Again, if the breakdown torque requirements are exceeded, the motor will stall. [Pg.253]

Figure E-11 illustrates a blown-up view of the region between the breakdown torque point and the synchronous speed point, which is where the motor would... Figure E-11 illustrates a blown-up view of the region between the breakdown torque point and the synchronous speed point, which is where the motor would...
PERCENT OF SYNCHRONOUS SPEED FIG. E-24 Breakdown rpm region. (Source Reliance Electric.)... [Pg.266]


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See also in sourсe #XX -- [ Pg.140 ]




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