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Structural architecture optimization

Designing a specific material architecture. 3D hierarchical carbon [79,80], 3D aperiodic [79,81,82] or highly-ordered hierarchical carbons are representative samples with multimodal pore structure to optimize the performance of the capacitors. The micropore, mesopore and macropore structure of such three-dimensional hierarchical carbons are generally perfectly interconnected. [Pg.311]

Cha, Y.-J. (2008). Structural control architecture optimization for 3-D systems using advanced multi-objective genetic algorithms. Ph.D. dissertation, Zachry Department of Civil Engineering, Texas A M University, College Station, TX. [Pg.354]

Optimization of the structural architectures components The flattened, optimized version of the D-t5rpe flip flop has had its redxm-dant logic stripped out as was hoped. This indudes the removal of the double inversion and the use of the QN output on the flip flop. Figure 523 illustrates the circuit. [Pg.137]

The structural architectures demonstrated the use of manual and generated component instantiatiotrs in the creation of the 4-bit shift register A component instantiated from a vendor s library will always be optimized. It is therefore appropriate in these examples to instantiate the optimized versions of the D- and JK-type flip flops. [Pg.138]

The synthesis-driven approach towards material science can be applied to create oligomers and polymers with optimized properties, e.g. maximized carrier mobilities and electrical conductivities or high photo- and electroluminescence quantum yields. It becomes obvious, however, that the ability to synthesize structurally defined -architectures is the key to these high performance materials. [Pg.31]

By changing the device architecture e.g. by building multi- instead of single layer structures the physical and chemical processes in the LED can be greatly altered. For that reason the fundamental properties of the LED, such as threshold voltage, efficiency, emission color, brightness, and lifetime can be optimized in multilayer structures [43J. [Pg.160]

In general, a two-layer device structure is more efficient than single-layer architectures. There are two key reasons for this. First, each layer can be separately optimized for the injection and transport of one carrier type. Second, exciton formation and radiative decay take place close to the HTL-ETL interface away from the quenching sites at the organic-metal contacts. [Pg.538]

Lipid A having Kdo attached at 0-6 comprises a domain of LPS that exhibits a remarkable structural conservatism, as far as the principal architecture is concerned (Fig. 15). This type of structure is found in most Gramnegative bacteria. It is not present in other biomolecules and is thus unique to Gram-negative bacteria and their LPS. It contains those structures that are required for (/) bacterial viability and (//) for optimal expression of endotoxic activity. [Pg.262]

After the description of chemical structure and control of meso-architecture and surface area, selected applications of such carbon materials as battery electrodes, supercapacitors, and in the design of controlled hybrid heterojunctions were presented. In the Li battery, coating or hybridization with hydrothermal carbon brought excellent capacities at simultaneous excellent stabilities and rate performances. This was exemplified by hybridization with Si, Sn02 (both anode materials) as well as LiFeP04 (a cathode material). In the design of supercapacitors, porous HTC carbons could easily reach the benchmark of optimized activated traditional carbons, with better stability and rate performance. [Pg.222]

At macroscopic level, the overall relations between structure and performance are strongly affected by the formation of liquid water. Solution of such a model that accounts for these effects provides full relations among structure, properties, and performance, which in turn allow predicting architectures of materials and operating conditions that optimize fuel cell operation. For stationary operation at the macroscopic device level, one can establish material balance equations on the basis of fundamental conservation laws. The general ingredients of a so-called "macrohomogeneous model" of catalyst layer operation include ... [Pg.408]


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See also in sourсe #XX -- [ Pg.79 , Pg.80 , Pg.82 , Pg.83 ]




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