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Reversible efficiency

Cg,. = compression efficiency, the product of adiabatic and reversible efficiencies, which vary with the cylinder and valve design, piston speed, and fraction values range from 0.70-0.88 usually. [Pg.433]

The presence of a 4-methoxy substituent on the 2-phenylethyloxyl or 3-phenylpropyl-oxyl side chains radically altered the course of these cyclizations (Scheme 4). 31a and 31b afforded the spiro-fused ring systems 32 and 33 in 26 and 69% yields, respectively, as the only cyclization products. With this substituent, cyclization onto the activated ipso positions was favoured over direct attack, even where the strained transition state for Atj -5 cyclization of 31a to 32 was involved. Demethylation of the intermediate spirocyclohexa-dienyl cation is favoured over rearrangement in these cases. Kikugawa and coworkers effected the formation of 32 (82%) and 33 (39%) with reverse efficiencies using AgaCOs in TFA . [Pg.856]

Solution With boiler temperature 7h = 200°C = 473K, the maximum (reversible) efficiency warm on a warm day with Tc = 30°C = 303K is determined from (4.22) to be... [Pg.133]

The reversible efficiency jjFCrev of the fuel cell is defined as the ratio of the Gibbs free enthalpy ArG and the reaction enthalpy A H at the thermodynamic state of the fuel cell. [Pg.17]

The Gibbs enthalpy is equal to the reversible work of the reaction. The reversible efficiency is equal to the ratio of the Gibbs enthalpy to the reaction enthalpy... [Pg.27]

Steering angle of internal and external wheel (° ) 32/28 10 Reverse efficiency of steering gear n 60%... [Pg.16]

However, the practical efficiency value is lower than the reversible efficiency, because of two factors ... [Pg.562]

However, the practical electric efficiency of a fuel cell is depending on the current which is delivered by the cell and is lower than that of the reversible efficiency. This is due to the irreversibility of the electrochemical reactions involved on the electrodes. The practical efficiency of a fuel cell can be expressed as follows ... [Pg.324]

The maximum efficiency for a fuel cell will depend on the operating temperature and whether the products are liquid or gaseous. The maximum PEM fuel cell reaction with liquid product has a reversible efficiency of 83%, whereas it rises to 95% with gaseous product. [Pg.6]

From this equation, it appears that the better way to significantly increase the overall energy efficiency is to increase se (the potential efficiency) and 6p (the faradic efficiency), since 8rev. (the reversible efficiency) is given by the thermodynamics (it can be slightly increased by changing the pressure and temperature operating conditions). [Pg.220]

Since the maximum electrical work in a fuel cell is limited by the available Gibbs free energy, the maximum thermodynamic or reversible efficiency of a fuel cell is defined as the ratio of Gibbs free energy change for conversion into electrical energy to the net fuel energy available in the form of enthalpy of formation as... [Pg.134]

Since many systems of interest in chemistry have intrinsic multiple time scales it is important to use integrators that deal efficiently with the multiple time scale problem. Since our multiple time step algorithm, the so-called reversible Reference System Propagator Algorithm (r-RESPA) [17, 24, 18, 26] is time reversible and symplectic, they are very useful in combination with HMC for constant temperature simulations of large protein systems. [Pg.313]

Thus we find that the choice of quaternion variables introduces barriers to efficient symplectic-reversible discretization, typically forcing us to use some off-the-shelf explicit numerical integrator for general systems such as a Runge-Kutta or predictor-corrector method. [Pg.355]

When considering the construction of exactly symmetric schemes, we are obstructed by the requirement to find exactly symmetric approximations to exp(—ir/f/(2fi,)). But it is known [10], that the usual stepsize control mechanism destroys the reversibility of the discrete solution. Since we are applying this mechanism, we now may use approximations to exp —iTH/ 2h)) which are not precisely symmetric, i.e., we are free to take advantage of the superior efficiency of iterative methods for evaluating the matrix exponential. In the following, we will compare three different approaches. [Pg.405]

In the following we devise, following [14], an efficiently implementable scheme which leads to favorable error bounds independently of the highest frequencies under the mere assumption that the system has bounded energy. The scheme will be time-reversible, and robust in the singular limit of the mass ratio m/M tending to 0. [Pg.428]

There also exists an acidregioselective condensation of the aldol type, namely the Mannich reaction (B. Reichert, 1959 H. Hellmann, 1960 see also p. 291f.). The condensation of secondary amines with aldehydes yields Immonium salts, which react with ketones to give 3-amino ketones (=Mannich bases). Ketones with two enolizable CHj-groupings may form 1,5-diamino-3-pentanones, but monosubstitution products can always be obtained in high yield. Unsymmetrical ketones react preferentially at the most highly substituted carbon atom. Sterical hindrance can reverse this regioselectivity. Thermal elimination of amines leads to the a,)3-unsaturated ketone. Another efficient pathway to vinyl ketones starts with the addition of terminal alkynes to immonium salts. On mercury(ll) catalyzed hydration the product is converted to the Mannich base (H. Smith, 1964). [Pg.57]

Sensitizers as well as desensitizers form a reversal oxidoreduction system with silver halides, according to both pH and pAg of the photographic emulsion. But besides the specific influence of the emulsion, the efficiency of a sensitizing dye depends on many other factors such as its adsorption, its spectral absorption, the energetic transfer yield, the dye aggregate to the silver halide, and finally on its desensitizing property in... [Pg.78]

Elucidating Mechanisms for the Inhibition of Enzyme Catalysis An inhibitor interacts with an enzyme in a manner that decreases the enzyme s catalytic efficiency. Examples of inhibitors include some drugs and poisons. Irreversible inhibitors covalently bind to the enzyme s active site, producing a permanent loss in catalytic efficiency even when the inhibitor s concentration is decreased. Reversible inhibitors form noncovalent complexes with the enzyme, thereby causing a temporary de-... [Pg.638]


See other pages where Reversible efficiency is mentioned: [Pg.55]    [Pg.149]    [Pg.97]    [Pg.135]    [Pg.135]    [Pg.153]    [Pg.67]    [Pg.55]    [Pg.149]    [Pg.97]    [Pg.135]    [Pg.135]    [Pg.153]    [Pg.67]    [Pg.227]    [Pg.252]    [Pg.2420]    [Pg.2834]    [Pg.297]    [Pg.303]    [Pg.313]    [Pg.90]    [Pg.75]    [Pg.215]    [Pg.218]    [Pg.219]    [Pg.114]    [Pg.610]    [Pg.639]    [Pg.670]    [Pg.243]    [Pg.246]    [Pg.246]    [Pg.246]    [Pg.41]   
See also in sourсe #XX -- [ Pg.57 ]




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