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Change reaction graph

Reaction graphs are encoded in the same way as static structures. Bonds which change during the reaction are coded as x y where x is the bond type before the reaction and y is the bond type after the reaction. Thus c-c -c represents the reduction of propene to propane and (c-o -cl-c-c-), cl- i represents the formation of tetrahydrofuran and an iodine atom from 4-iodobutan-l-ol. [Pg.229]

Changes in the atom states or bonds, arising from the chemical reaction C, are of particular interest. We introduce the change of reaction graph... [Pg.66]

The chemical reaction C is described completely by the reactant graph M and change of reaction graph AC. Therefore, we call the quintuple (e, y, A, Ay) the reaction graph. Written In the notation introduced in Definition 2.17, this gives ... [Pg.66]

The enthalpies for the reactions of chlorine and fluorine are shown graphically in Figure 11.2 as the relevant parts of a Born-Haber cycle. Also included on the graph are the hydration energies of the two halogen ions and hence the enthalpy changes involved in the reactions... [Pg.313]

These equations hold if an Ignition Curve test consists of measuring conversion (X) as the unique function of temperature (T). This is done by a series of short, steady-state experiments at various temperature levels. Since this is done in a tubular, isothermal reactor at very low concentration of pollutant, the first order kinetic applies. In this case, results should be listed as pairs of corresponding X and T values. (The first order approximation was not needed in the previous ethylene oxide example, because reaction rates were measured directly as the total function of temperature, whereas all other concentrations changed with the temperature.) The example is from Appendix A, in Berty (1997). In the Ignition Curve measurement a graph is made to plot the temperature needed for the conversion achieved. [Pg.105]

The following graph shows the change in concentration with respect to time for the reaction. What does each of the curves labeled 1,2, and 3 represent ... [Pg.320]

The calculated concentrations are depicted in Fig. 5-2. The main plot displays them over the full time course of the reaction, and the inset shows the concentration of the intermediate at very short times, prior to the establishment of the steady state. Inspection of these graphs allows one to appreciate the different changes, including the buildup of the intermediate in the pre-steady-state region. [Pg.116]

FIGURE 9.10 These graphs show the changes in composition that can be expected when additional hydrogen and then ammonia are added to an equilibrium mixture of nitrogen, hydrogen, and ammonia. Note that the addition of hydrogen results in the formation of ammonia, whereas the addition of ammonia results in the decomposition of some of the added ammonia as reactants are formed. In each case, the mixture settles into a composition in accord with the equilibrium constant of the reaction. [Pg.498]

Use the Living Graph Variation of Equilibrium Constant on the Web site for this book to construct a. if plot from 250 K to 350 K for reactions with standard g reaction Gibbs free energies of + 11 kj-mol 1 to 4 15 kj-mol 1 in increments of 1 kj-mol. Which equilibrium constant is most sensitive to changes in temperature ... [Pg.513]

Every rate law must be determined experimentally. A chemist may imagine a reasonable mechanism for a reaction, but that mechanism must be tested by comparing the actual rate law for the reaction with the rate law predicted by the mechanism. To determine a rate law, chemists observe how the rate of a reaction changes with concentration. The graph of the data for the NO2 decomposition reaction shown in Figure 15-6 is an example of such observations. [Pg.1065]

Suppose that the equilibrium constant for this reaction is 3.0. Draw a qualitative graph that shows how the pressure of each gas changes with time if the system initially contains pure ds-butene at a pressure of 1.0 bar. [Pg.1195]

The amount of energy liberated per incremental increase in reaction is quite large at the start of reaction, but decreases until, at equilibrium, a tiny increase in the extent of reaction would not change AG (total)- The graph has reached a minimum, so the gradient at the bottom of the trough is zero. [Pg.158]

In the same fashion, graphs were constructed of the temperature changes for each of the three reactions. A summary of the information is presented in the table below. Calculate the heat evolved in each reaction (kJ/mol of product). Assume the density of each solution = 1.00 g mL1. [Pg.308]

The rate of reaction is the change in concentration per change in time. It is possible to find the rate of reaction from a graph of concentration of a reactant versus time. The procedure involves drawing a tangent to the curve at the point in the reaction where we wish to know the rate. [Pg.189]

The presence of a lag period in many coupled assays and difficulties in determining the linear portion of a curve present the main problems in the calculation of enzyme activity using reaction rate analysers. In the simplest instruments the slope of the curve in the first few seconds of the reaction is extrapolated into a straight line or, if the reaction is known to show a lag period, the rate of reaction after a defined period of time can be measured. The more sophisticated instruments use microcomputers to determine the linear portion of the curve and calculate the enzyme activity directly from the slope. The second derivative of the reaction progress curve (rate of change of the slope) can be monitored by the computer and when a value of zero is held for a period of time (10—15 seconds) this indicates a linear section of the graph. From the value for the slope, the enzyme activity can be calculated. [Pg.302]

In the following ThoughtLab, you will use experimental data to draw a graph that shows the change in concentration of the product of a reaction. Then you will use the graph to help you determine the instantaneous rate and average rate of the reaction. [Pg.269]

Use a graph to describe the rate of reaction as a function of the change of concentration of a reactant or product with respect to time. [Pg.311]


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