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Loop generation

Figure M5.3. A sample negative feedback closed-loop generated within Simulink. This servo system has a first order process function and uses a PID controller. The output is sent to a graphing tool for plotting. Figure M5.3. A sample negative feedback closed-loop generated within Simulink. This servo system has a first order process function and uses a PID controller. The output is sent to a graphing tool for plotting.
Determining the transcription activity ofD-loops generated by individual PNAs bound to 76... [Pg.491]

In contrast, GRK and arrestin both modulate the internalization of 5-HT2c receptors. Posttranscriptional RNA modification involving adenosine-to-inosine editing in the second intracellular loop generates 14 different isoforms of the... [Pg.267]

These reactions are the terminal electron-transfer reactions during anaerobic respiration, the enzymes being part of a redox loop generating a proton-motive force capable of driving ATP synthesis. Periplasmic nitrate reductase (Nap) participates in cellular redox processes, aerobic denitrification, and nitrate scavenging. ... [Pg.2784]

Figure 5 The six types of International Union for Physical and Applied Chemistry isotherms. The type I isotherm is typical of microporous solids and chemisorption isotherms. Type II is shown by finely divided nonporous solids. Types III and V are typical of vapor adsorption (i.e., water vapor on hydrophobic materials). Types V and VI feature a hysteresis loop generated by the capillary condensation of the adsorbate in the mesopores of the solid. The rare type VI, the step-like isotherm, is shown by nitrogen adsorbed on special carbon. Figure 5 The six types of International Union for Physical and Applied Chemistry isotherms. The type I isotherm is typical of microporous solids and chemisorption isotherms. Type II is shown by finely divided nonporous solids. Types III and V are typical of vapor adsorption (i.e., water vapor on hydrophobic materials). Types V and VI feature a hysteresis loop generated by the capillary condensation of the adsorbate in the mesopores of the solid. The rare type VI, the step-like isotherm, is shown by nitrogen adsorbed on special carbon.
Rgure 12.1. Right-hand rule. A current i flowing in a conductor loop generates a magnetic fleld H in the direction shown. [Pg.325]

Reinforcing loops generate growth, amplify deviations, and reinforce change [194]. [Pg.519]

And what is t here Nothing It has no physical relevance whatsoever. Alexander A(t) is just an abstract algebraic object... This is the type of mathematics to which most physicists are usually deaf. But science teaches us time after time that prejudice of any sort is a bad advisor, that a scientist, to deserve the name, should keep his or her eyes open... In our story, the researchers in Prank Kamenetskii group realized that their computer could work out Alexander polynomial for several values of t for every loop generated and, for instance, if the result was A(—1) = 3, then the loop is most likely the trefoil. (Most likely and not for sure because some other rather complex knots also have the same Alexander polynomial as the trefoil also, Alexander polynomial does not distinguish left from right this was not a significant problem, so let s skip it here.)... [Pg.231]

Orbital motion. Equivalent to a small current loop generating a very small magnetic field. The direction of the magnetic moment is along the orbit axis as illustrated in Figure 33.2a. [Pg.599]

For the 5-simplex lattice, the closed loop generating function can be found in terms of variables A > and B defined as before. In this case, the recursion equations are more complicated [23]. We list these here to show how the complexity of the polynomials rises rapidly with increasing n ... [Pg.163]

Figure 1 Spin angular momentum, S. Simplified view of spinning charged particle. The current loop generates a magnet. Figure 1 Spin angular momentum, S. Simplified view of spinning charged particle. The current loop generates a magnet.
Figure 2 Orbital angular momentum, L Simplified view of orbiting electron. Again the current loop generates a magnet. Figure 2 Orbital angular momentum, L Simplified view of orbiting electron. Again the current loop generates a magnet.
The loop generation stage provides a range of possible confcnmations for each loop. If more than one loop must be modeled, combinations of loops must be considered. In... [Pg.154]

The probability, p, of blocking the dislocation loops generated from one source by means of loops emanating from three other sources is given by ... [Pg.468]

For polymerization in the liquid state, the reaction kinetics is even more complicated due to the heat and the increase in viscosity associated with the reaction, the so-caUed Tromsdorff effects [47]. The reaction accelerates itself as the polymerization proceeds as a result of a positive feedback loop generated by the increase in heat as well as in viscosity and the diffusion-controlled termination of the polymerization process [48, 49]. An example is illustrated in Figure 6.5 for a mixture of a polystyrene doubly labeled with anthracene and fluorescein (PSAF) dissolved in MMA monomer [50]. A PSAF/MMA (5/95) mixture containing 2wt% of Lucirin TPO as a photoinitiator and 6 wt% of ethylene glycol dimethacrylate (EGDMA) as a... [Pg.98]


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See also in sourсe #XX -- [ Pg.151 ]




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