Models patterned

Ausffihnmg, /. carrying out, etc. (see aus-fiihren) excretion model, pattern, specimen detailed statement construction, make, style, finish. 

Schablone,/. model, pattern, template mold, form stencil screen. 

Schema, n. model, pattern blank, form schedule scheme diagram, -bild, n. diagram fiow sheet.

S. Wold, Pattern recognition by means of disjoint principal components models. Pattern Recogn., 8 (1976) 127-139. 

Apply models, patterns, frameworks, and designs to all stages of the process. 

Pattern 14.13, Action Reification, introduces a common modeling pattern. When a use case is refined into a sequence of finer-grained actions, it is useful to model the abstract use case in progress as a model type in the detailed level, going through a life cycle as the detailed actions take place. 

Whereas this section s patterns are about organizing the process of business modeling, Section 14.2, Modeling Patterns, covers some of the most essential patterns that are useful in the actual construction of a business model. 

A development process should not leave large leap-of-faith gaps between models. Pattern 14.41, Avoid Miracles. .. Refine the spec (p.644) describes how techniques of refinement and re-factoring can help to reduce such gaps to a manageable level. 

We already have a system context model (Pattern 14.34, Make a Context Model with Use-Cases (p.623)). 

When devising a system type model (Pattern 14.36, Construct a system behavior spec (p.628)) we usually play an extra trick. As we ve said, the types within such a model are at... 

In Section II, we focus first on wafer-scale models, including macroscopic or bulk polish models (e.g., via Preston s equation), as well as mechanistic and empirical approaches to model wafer-scale dependencies and sources of nonuniformity. In Section III, we turn to patterned wafer CMP modeling and discuss the pattern-dependent issues that have been examined we also discuss early work on feature-scale modeling. In Section IV, we focus on die-scale modeling efforts and issues in the context of dielectric planarization. In Section V, we examine issues in modeling pattern-dependent issues in metal polishing. Summary comments on the status and application of CMP modeling are offered in Section VI. 

Focused X-ray beam (at Beam Line 15A) was used for this study. In order to improve the resolution, the focused beam (about 1 x 1.5 mm) was cut into 0.9-0.5 mm O by apertures which were set just in front of the cell. Modulation frequency was 10 Hz. Scanning X-Y stage which was originally developed for the laser microscopy was set perpendicular to the surface of the iron-base table and scanning and data acquisition were controlled by PC-9801 VM2 microcomputer (NEC Co. Ltd.) with the original program Various size and shape of metal foils were glued on the paper to have a model patterned sample. 

As X is connected with Y, a failure of X will possibly affect the behaviour of Y. We identified and classified possible patterns of failure related to the co-operation of X and Y and called them failure modeling patterns. 

In rough-tuning, the spectrometer is put at the tune mode. A low microwave power (e.g., 25 dB, 0.63 mW) is applied to generate the model pattern , which is the microwave power reflected from the resonator as a function of the microwave frequency. Microwave frequency is adjusted to... 

Equation (4) is thus a time-dependent boundary condition to Eqs. (6, 7), which, supplemented by the remaining boundary conditions (which also involve external constraints resulting from the operation mode of the experiment, s.b.) and possibly by the incorporation of convection, form the most basic Ansatz for modeling patterns of the reaction-transport type in electrochemical systems. However, so far, there are no studies on electrochemical pattern formation that are based on this generally applicable set of equations. Rather, one assumption was made throughout that proved to capture the essential features of pattern formation in electrochemistry and greatly simplifies the problem it is assumed that the potential distribution in the electrolyte can be calculated by Laplace s equation, i.e. Poisson s equation (6) becomes ... 

The next step is to develop approaches for positioning the objects in the appropriate locations in the cell. Encouraging preliminary work has demonstrated the feasibility of modeling patterns of proteins that are primarily in discrete objects (such as lyso-somes) (Zhao and Murphy in preparation). This method begins with synthesizing a nuclear image and a cellular boundary. The protein objects are then positioned in the synthesized cell. 

The modeled concentration lines in Figure 8 are for a combination of a coarse sand (2/3 of aquifer thickness) and silty sand (1/3 of thickness). The higher initial exchange capacity of the silty sand increases the retardation, and smears out the concentration pattern. This does fit the observed slow increase to the final concentration in the first run, but the modeled pattern is too steep for the seventh run. It may be that the pattern is more spread out in the field because in the aquifer more layers exist with a different initial exchange capacity than in the simple two-units model. Such differences will lead to a faster initial breakthrough, and to a more retarded arrival of the... 

The modeled pattern in Figure 11 shows the observed concentration trends, but, clearly, it does not match the details. Notably, the predicted As peaks arrive too early and they are too small. The column experiments of Isenbeck-Schroter (1995) and Darland and Inskeep (1997) required kinetic reactions for Freundlich or Langmuir sorption isotherms for As, but a kinetic model appears to spread out the As concentrations in Figure 11 only, and it does not shift the position of the peak to later arrival times. Therefore, other reactions might explain the discrepancy. 

J. Bloomenthal. 1985. Stanford Technical Report KSL-85-33. Knowledge-driven ultrasonic three-dimensional organ modeling. Pattern Analysis and Machine Intelligence 7(4) 431 141. 

Mental models pattern of atoms, ions, molecules o electrons, wave-particle, dualism... 

A. S. Mikhailov. Modeling pattern formation in excitable media The legacy of Norbert Wiener. In J. Milton, P. Jung (eds.), Epilepsy as a dynamic disease. Biological and Medical Physics Series. Springer, Berlin Heidelberg, 125-163, 2003. 

Theoretical and experimental approaches to understanding structure and properties of cyclophosphazenes have appeared. The most significant of these is a report of the observed (x-ray diffraction) and calculated (ab initio) deformation electron densities in the benzene solvate of hexa(aziridinyl)-cyclotriphosphazene. The electron densities in the phosphazene clearly show the classic island model pattern with nodes in the n system at nitrogen. The dual system is also clearly... 

The term molding used within the seope of this paper means making faithful copies of models (patterns) out of reproduetion materials with the intermediate step of making a negative mold . 

---