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Elementary steps bimolecular

Neither bromine nor ethylene is a polar molecule but both are polarizable and an induced dipole/mduced dipole force causes them to be mutually attracted to each other This induced dipole/mduced dipole attraction sets the stage for Br2 to act as an electrophile Electrons flow from the tt system of ethylene to Br2 causing the weak bromine-bromine bond to break By analogy to the customary mechanisms for electrophilic addition we might represent this as the formation of a carbocation m a bimolecular elementary step... [Pg.257]

The mechanism of alkene epoxidation is believed to be a concerted process mvolv mg a single bimolecular elementary step as shown m Figure 6 14... [Pg.262]

Note that both of the steps in the mechanism are bimolecular reactions, reactions that involve the collision of two chemical species. Unimolecular reactions are reactions in which a single chemical species decomposes or rearranges. Both bimolecular and unimolecular reactions are common, but the collision of three or more chemical species (termolecular) is quite rare. Thus, in developing or assessing a mechanism, it is best to consider only unimolecular or bimolecular elementary steps. [Pg.198]

The mechanism of Equation 4.7 is not especially complicated, yet the rigorous derivation of the rate equations is mathematically challenging, and the concentration-time expressions in Equations 4.8 are complex. It will be clear that when more unimolecular steps are involved in a mechanism, or if bimolecular elementary steps intervene, derivation of analytical solutions may become a formidable task. If the magnitudes of the elementary rate constants are similar, mathematical simplifications are not feasible, so the difficult rigorous methods have to be used. However, approximations become possible when the elementary rate constants are appreciably unequal in magnitude. This allows considerable mathematical simplification of the concentration-time relationships. Fortunately, the approximations are valid for many reactions of interest to organic chemists as we shall demonstrate. [Pg.87]

The first reaction occurs in a single bimolecular elementary step in which OH- displaces Br with the C-O bond forming as the C-Br bond is breaking. The (CH3)3C group is too bulky to allow close approach... [Pg.190]

The form of equation (5.1) suggests that any bimolecular elementary step will naturally give rise to a term in the reaction rate equations that involves the product of two concentrations. Such a quadratic term in a differential equation provides for a non-linearity and so we see that chemical kinetics naturally produces non-linear terms and equations. Steps (iv) and (vi) are also bimolecular (involving two molecules) and, hence, give rise to quadratic terms step (vii) gives rise to a cubic term as the total concentration [M] is the sum of the instantaneous individual concentrations, al-... [Pg.444]

The hahde nucleophile helps to push off a water molecule from the alkyloxonium ion. According to this mechanism, both the halide ion and the alkyloxonium ion are involved in the same bimolecular elementary step. In Ingold s terminology, introduced in Section 4.11 and to be described in detail in Chapter 8, nucleophilic substimtions characterized by a bimolecular rate-determining step are given the mechanistic symbol Sn2. [Pg.146]

For bimolecular elementary steps, the rate law is second order, as in the reaction... [Pg.583]

Electrons flow from the ir system of ethylene to Br2, causing the weak bromine-bromine bond to break. By analogy to the customary mechanisms for electrophilic addition, we might represent this as the formation of a carbocation in a bimolecular elementary step. [Pg.251]

The reaction rate is directly proportional to the concentration of both methyl bromide and hydroxide ion. It is first order in each reactant, or second order overall. The most reasonable conclusion is that both hydroxide ion and methyl bromide react together in a bimolecular elementary step and that this step is rate-determining. [Pg.327]

Changes in the concentration of chemically interacting reaction partners may arise from two types of elementary chemical reactions intramolecular (or monomolecular) and bimolecular elementary steps. [Pg.100]

The molecularity of an elementary reaction is the number of molecules that are to collide in order that the elementary reaction take place. In a bimolecular reaction the transformation is the result of the collision of two molecules. The collision of three or more molecules is highly improbable, a seemingly trimolecular reaction usually is the resultant of mono- and bimolecular elementary steps. In our example the molecularities of the chemical species A, B, C and D are a, b, c and d. [Pg.2]

Because ki rate determining, and the rate law can be written as... [Pg.746]

For many years, it was thought that the reaction occurred just as written, that is, the reaction consists of a bimolecular elementary step involving a hydrogen molecnle and an iodine molecule. In the 1960s, however, chemists proposed a more complicated two-step mechanism ... [Pg.748]

The number of molecules that participate as reactants in an elementary step defines the molecularity of the step. If a single molecule is involved, the reaction is unimolecular. The rearrangement of methyl isonitrile is a unimolecular process. Elementary steps involving the collision of two reactant molecules are bimolecular. The reaction between NO and O3 (Equation 14.22) is bimolecular. Elementary steps involving the simultaneous collision of three molecules are termolecular. Termolecular steps are far less probable than unimolecular or bimolecular processes and are rarely encountered. The chance tiiat four or more molecules will collide simultaneously with any regularity is even more remote consequently, such collisions are never proposed as part of a reaction mechanism. [Pg.549]

Although we cannot deduce the rate law for an overall chemical reaction from the balanced chemical equation, we can dednce the rate law for an elementary step from its eqnation. Since we know that an elementary step occurs through the collision of the reactant particles, the rate is proportional to the product of the concentrations of those particles. For example, the rate for the bimolecular elementary step in which A reacts with B is proportional to the concentration of A multiplied by the concentration of B ... [Pg.623]


See other pages where Elementary steps bimolecular is mentioned: [Pg.432]    [Pg.206]    [Pg.101]    [Pg.568]    [Pg.566]    [Pg.733]   
See also in sourсe #XX -- [ Pg.154 , Pg.158 , Pg.164 ]

See also in sourсe #XX -- [ Pg.154 , Pg.158 , Pg.164 ]

See also in sourсe #XX -- [ Pg.154 , Pg.158 , Pg.164 ]

See also in sourсe #XX -- [ Pg.136 , Pg.143 ]

See also in sourсe #XX -- [ Pg.148 , Pg.152 , Pg.159 ]

See also in sourсe #XX -- [ Pg.143 , Pg.146 , Pg.153 ]

See also in sourсe #XX -- [ Pg.622 , Pg.623 ]




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