3 edition of **Exact quantum thermal rate constant for three dimensional H + H2 reaction** found in the catalog.

Exact quantum thermal rate constant for three dimensional H + H2 reaction

Tae Jun Park

- 38 Want to read
- 4 Currently reading

Published
**1989**
.

Written in English

**Edition Notes**

Statement | by Tae Jun Park. |

Classifications | |
---|---|

LC Classifications | Microfilm 89/2173 (Q) |

The Physical Object | |

Format | Microform |

Pagination | vi, 176 leaves. |

Number of Pages | 176 |

ID Numbers | |

Open Library | OL1825981M |

LC Control Number | 89892173 |

In the present article, this method is used to calculate the thermal rate constants of the Cl+H2→HCl+Hreaction in the temperature range of – °K. Total angular momentum is treated by employing the body-fixed axis frame, both exactly and also via various approximations. Reaction (2) is open at molecular cloud temperatures and should be included in the chemical network. In this paper, we explore the astrochemical impact of our new rate coefﬁcients for Reactions (1) and (2). First, we have ﬁtted our experimentally derived thermal rate coefﬁcients from O’Connor et al. () for these reactions to a simple.

Enter an equation of a chemical reaction and click 'Balance'. The answer will appear below; Always use the upper case for the first character in the element name and the lower case for the second character. Examples: Fe, Au, Co, Br, C, O, N, F. Compare: Co - cobalt and CO - carbon monoxide; To enter an electron into a chemical equation use {-} or e. The rate constant for the reaction of hydrogen with iodine is × M-1 s-1 at °C and M-1 s-1 at °C.. a. Calculate the activation energy and Arrhenius preexponential factor for this reaction%(23).

In the first step, the H-H and Cl-Cl bonds are broken. In both cases, one mole of bonds is broken. When we look up the single bond energies for the H-H and Cl-Cl bonds, we find them to be + kJ/mol and + kJ/mol, therefore for the first step of the reaction. The reaction, 2HI ===> H2 + I2, is second order. At K it takes seconds for the initial concentration of HI to decrease from M to M.

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Discussions of the activation energy and its temperature dependence may be found in D. Truhlar and A. Kuppermann, Exact and approximate quantum mechanical reaction probabilities and rate constants for the collinear H + H 2 reaction, J.

Chem. Phys. CrossRef Google ScholarCited by: 2. The H + H2 reaction is very important in theoretical chemical dynamics (). A model that is often used to study this reaction is to restrict the atoms to lie on a nonrotating line throughout the collision and to consider that the system is electronically adiabatic, i.e., it remains the lowest electronic state throughout the collision.

This reduces the problem to scattering of three. Three‐dimensional quantum theory of triatomic exchange reactions in strong laser fields is presented. Our theory consists of an exact partitioning technique for treating the effects of optical fields on reactive scattering, based on approximate hindered‐rotor adiabatic wave functions describing the pure nonradiative events.

The method enables computations to be performed Cited by: 9. Quantum-mechanical calculation of the thermal rate constant for the H2+Cl→H+HCl reaction Article (PDF Available) in Chemical Physics Letters (). The H+H2 cross section is calculated using a transition state theory is used based on collinear exact quantum reaction probabilities.

(AIP) New approximate quantum cross sections for the H+H2 reaction: The Journal of Chemical Physics: No 10Cited by: The thermal rate constant of the three-dimensional OH + H 2 Ø H 2 O + H reaction was computed using the flux autocorrelation function, with a time-independent square-integrable basis set.

Quantum mechanical calculations of the rate constant for the H,+OH+H+H,O reaction: Full-dimensional results and comparison to reduced dimensionality models Uwe Manthe,*) Tamar Seideman,b) and William H.

Miller Department of Chemistry, University of California, and Chemical Sciences Division, Lawrence Berkeley. Five-dimensional quantum calculations on the thermal rate constant and the cumulative reaction probability of the H 2 +CN→H+HCN reaction are presented.

Employing a flux correlation function, these quantities are computed directly without resorting to a scattering calculation. In an analysis of the cumulative reaction probability, the contributions of the different vibrational states of the Cited by: thermal rate constant k(T).9 Specifically, we report the results of full (six) dimensional quantum calculations of the cumulative reaction probability (CRP) (the Boltz- mann average of which gives the thermal rate constant) for total angular momentum J=O.

These results should be the. Kinetics of the Heμ + H2 reaction J. Chem. Phys. () muonium (Mu) with kinetic energies of ∼10 eV, which then thermalizes to ∼k BT energies (where k B is Boltzmann’s con- stant and T is temperature) on a time scale of order 10 ns at densities equivalent to 1 bar at K—much faster than typical (∼1 μ − s) +,)+ +++, − +−, − −)File Size: 1MB.

Accurate full-dimensional quantum mechanical thermal rate constant values have been calculated for the F + H 2 → HF + H reaction on the Stark–Werner ab initio potential energy surface.

These calculations are based on a flux correlation functions and employ a rigorous statistical sampling scheme to account for the overall rotation and the MCTDH scheme for the wave packet Cited by: 5. We report the results of a three-dimensional time-dependent quantum mechanical study of the reaction He + H 2 + (v = 0,1) → HeH+ + H at 〈Eintrans 〉 = eV, which reproduces clearly the vibrational enhancement for the system.

In addition, preliminary results for He + HD+ (v = 1–3) suggest the preferential formation of HeD+ over HeH+ in the : N. Balakrishnan, N. Sathyamurthy. The hydrogen molecular ion (a.k.a. dihydrogen cation) $\mathrm H_2^+$ is the simplest possible molecular system, and as such you'd hope to be able to make some leeway in solving it, but it turns out that it's much harder than you'd hope.

D + H, -HD+H. () Information on thermal rate constants for this system is available from experiment.’ For reaction () the LSTH’ 3Ti4 potential energy surface was used for an exact quantum calculation of the thermal rate constant for the initial state specific reaction.

Zhang DH, Light JC, Lee SY, Quantum rate constants for the H-2+OH reaction with the centrifugal sudden approximation,J. Chem. Phys., (1):; Dai JQ, Light JC, The steric effect in a full dimensional quantum dynamics simulation for the dissociative adsorption of H-2 on Cu(), J.

Chem. Phys., (18):Accurate quantum-mechanical results for thermodynamic data, cumulative reaction probabilities (for J = 0), thermal rate constants, and kinetic isotope effects for the three isotopic reactions H-2 + CH3 -> CH4 + H, HD + CH3 -> CH4 + D, and D-2 + CH3 -> CH3D + D are by: Recently, the authors developed a new method to construct a two-dimensional potential energy surface (PES) for use in reduced-dimensionality quantum scattering calculations in chemical reactions.

In this approach the minimum energy path of a reaction was utilized and the rest of the surface was fitted by a M Celebrating our prize and award winners.

Exact quantum thermal rate constant for three dimensional H + H2 reaction by T'ae-jun Pak () 2 editions published between and in English and held by 3. Multiply reaction 3 by 2 and the value of H by 2 -> 2H2 (g) + 1 O2 (g) = 2H2O (l) H= kJ (Reaction 5) Add H for reactions 1, 4 and.

We report the thermal rate constant of the O(3P) + HCl Æ OH + Cl reaction calculated from to K, using new fits to extensive ab initio calculations [B.

Ramachandran and K. Peterson, J. Chem. Phys. preceding paper]. The rate constants are obtained for both the 3A” and 3A’ surfaces using exact quantum reactive. Mode specificity in the H + H2O → H2 + OH reaction: a full-dimensional quantum dynamics study.

Fu B(1), Zhang DH. Author information: (1)State Key Laboratory of Molecular Reaction Dynamics and Center for Theoretical and Computational Chemistry, Dalian Institute of Chemical Physics, Chinese Academy of Sciences, DalianPeople's Republic Cited by: The thermal rate constant of the 3D OH + H 2 →H 2 O + H reaction was computed by using the flux autocorrelation function, with a time-independent square-integrable basis set.

Two modes that actively participate in bond making and bond breaking were treated by using 2D distributed Gaussian functions, and the remaining (nonreactive) modes were treated Cited by: Analytical solutions to the time-dependent Shrödinger equation in one dimension are developed for time-independent potentials, one consisting of an infinite wall and a repulsive delta function.

An exact solution is obtained by means of a convolution of time-independent solutions spanning the given Hilbert space with appropriately chosen spectral functions. Author: Athanasios N. Petridis, Lawrence P. Staunton, Jon Vermedahl, Marshall Luban.