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Covering path method

ARRs could also be derived from a bond graph in preferred integral causality and without causality inversion at sensor ports. The covering path method [3, 10, 11] [Pg.72]


As a result, for this example, the extended covering path method gives the same ARRs as the inverted causality method. [Pg.74]

I believe that we now need to expand the Critical Path Method of analysis to cover all the items which are directly and indirectly involved in the expansion of the coal industry to the 1 billion tons per year level. These include the usual ones such as capital, manpower, equipment, and, in addition, the environmental, legislative, political and social items. The latter have become as important as the other more common items. [Pg.149]

The technique is based on the methods of linear algebra and the theoiy of games. When the problem contains many multibranched decision points, a computer may be needed to follow all possible paths and hst them in order of desirability in terms of the quantitative criterion chosen. The decision maker may then concentrate on the routes at the top of the list and choose from among them by using other, possibly subjective criteria. The technique has many uses which are weh covered in an extensive hterature and wih not be further considered here. [Pg.828]

Impeller construction for the cover-disk style impeller historically has been by built-up construction and welding. The traditional method uses die formed blades (see Figure 5-34). More recently, with the increased use of 5-axis milling, blades have been milled integrally with the hub disk. This alternate construction method is somewhat more costly because of the machining but produces a more accurate and repeatable gas path, which offsets the added expense (see Figure 5-35). Cover disks arc w ddcd to the blades to complete the milled impeller. Physical prop-... [Pg.195]

One particular test method (ASTM D-2008) covers measurement of the ultraviolet absorption of a variety of petroleum products covers, or the absorbtivity of liquids and solids, or both, at wavelengths in the region 220 to 400 nm. Use of this test method implies that the conditions of measurement (wavelength, solvent if used, sample path length, and sample concentration) are specified by reference to one of the examples of the application of this test method or by a statement of other conditions of measurement. [Pg.175]

Other optimization paths are possible. One can think that a covering of the exponential product e b niay be better achieved by a simultaneous n-dimensional optimization process like Newton-Raphson procedure [58]. In fact, however, the overlap as described in equation (4.19) is an irregular function of the p,e parameter pairs, and possesses multiple maxima and minima with respect to the scale factors variation. A method with a scanning or sweep feature among a given parameter range will be perhaps superior in this case than a global search procedure, and so was adopted. [Pg.185]

We present below some easily implementable methods for improving the robustness and efficiency of feasible path dynamic optimization codes which have proved useful in our work. Here, we cover methods for preventing simulation error from disrupting optimization, representation of path constraints, and handling poor local approximations during the optimization. [Pg.335]

EROS handles concurrent reactions with a kinetic modeling approach, where the fastest reaction has the highest probability to occur in a mixture. The data for the kinetic model are derived from relative or sometimes absolute reaction rate constants. Rates of different reaction paths are obtained by evaluation mechanisms included in the rule base that lead to partial differential equations for the reaction rate. Three methods are available that cover the integration of the differential equations the GEAR algorithm, the Runge-Kutta method, and the Runge-Kutta-Merson method [120,121], The estimation of a reaction rate is not always possible. In this case, probabilities for the different reaction pathways are calculated based on probabilities for individual reaction steps. [Pg.233]


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See also in sourсe #XX -- [ Pg.72 , Pg.73 , Pg.74 ]




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Cover methods

Extended Covering Path Method

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