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العنوان
Quantum Dynamics as an Approach to Study Atomic and Molecular Structures of Some of The di-Atomic Molecules
المؤلف
Attia Khalifa Hussien,Rageh
هيئة الاعداد
باحث / Rageh Attia Khalifa Hussien
مشرف / Tarek M. El-Desouky
مشرف / Atif abdulhafiz
مشرف / Mohamed Fawzi Zaki
الموضوع
Theoretical back ground.
تاريخ النشر
2009
عدد الصفحات
129.p:
اللغة
الإنجليزية
الدرجة
ماجستير
التخصص
الفيزياء والفلك (المتنوعة)
تاريخ الإجازة
1/1/2009
مكان الإجازة
جامعة عين شمس - كلية البنات - Physics
الفهرس
Only 14 pages are availabe for public view

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from 129

Abstract

The theoretical studies of molecular structure using the methods of quantum mechanics form a vast and very active research area. It would be very difficult to try to cover all recent advances in this area within a single work.

Most of the developments in the associated quantum-mechanics methodology are aimed at providing more and more accurate calculation of the structure of molecules, and this because the difficulties that were found to give the exact solution for
Schrödinger equation.
All this theoretical investigation of the molecular structure has introduce Wide range of application to the branch of material science and chemists who interested in this field.
** In chapter one Literature Survey has been introduced to cover the molecular physics study from old to modern ideas , beginning with the first attempts to know the atomic and molecular structures of materials and the effort of all scientist that contribute to this subject.
** In chapter two all the theories that concerned with the work has been handled beginning with dividing the branch of physics that dealing with molecular structure into two sections:
- Molecular mechanics which use the laws of classical physics.
- Electronic Structure Methods which use the laws of quantum mechanics.
Electronic Structure Methods in turn divided into two sections:
a) The semi-empirical & b) The Ab-initio
a) The semi-empirical methods use parameters derived from experimental data to simplify the computation.
b) The Ab initio methods use no experimental parameters in their computations. Instead, their computations are based only on the laws of quantum mechanics-the first principles referred to in the name ab initio.
Theoretical model came as a tool to explore the investigation of the theories and give the result of work.
Theoretical model are characterized by the combination of:
a) Method (theoretical procedure) & b) Basis set
a) The theoretical models contain a hierarchy of procedures corresponding to different approximation methods in solving Schrödinger equation.
b) The basis set can be interpreted as any mathematical functions that can restrict each electron to a particular region of space.
Hartree use the variational principle and build Hartree fock self consistent field method that was finished by Roothaan and Hall and was found to be as a simple and a good approximated method.
Other methods like (CC), (CASSCF),….came later to fix some problems that Hartree fock self consistent field method cannot deal with.
In this work we focus on the complete active space self consistent field method (CASSCF) to indicate that its a good methods to give the structures of molecules.
** In chapter three the most familiar Software packages that concerned with this work has been introduced, from which the Gaussian program has been selected to perform the calculations of the work, so all information’s about this program and how to use it has been covered in this chapter.
** Finally chapter four represents the results of the work as following:
• The single point energy calculation has been introduced to Br2 molecule to indicate the simplicity in finding the energy of the molecules at any fixed point.
• Br2 and HI molecules was optimized by using the complete active Space self consistent field method [CASSCF] , the equilibrium bond length was found to near the experimental results for both molecules.
• Frequency information has been computed to the molecules (Br2 and HI) by running the same method
• The potential energy surface curves for the ground state, was computed for the mentioned molecules
• The potential energy curves for the first and second excited states was computed these curves are very important in the application field ,that you can know any information’s about the molecules in the excited states and following the path reaction .