Download presentation
1
Computational Systems Biology Lab. 2011.04.13
계산 화학 Computational Systems Biology Lab.
2
Contents Introduction Exercise (Gaussian 03w) HW Coordinate system
Draw Z-matrix Calculate single point energy Minimization and calculate property Electrostatic potential map Potential energy surface HW
3
Coordinate System (1) Cartesian coordinates Most common system
Given as x, y, z coordinates Three axes are orthogonal TITLE guanyl-3',5'-cytidine (X, Y, Z cell lengths) (X, Y, Z cell angles) No. Atom X Y Z C C C N N C . connectivity table (sometimes) atom types (sometimes) bond types (sometimes) 1 2 3 4 5 6 7 8 9
4
Coordinate System (2) Crystallographic Coordinates
In natural crystal axes, called notional axes Notional axes are not generally perpendicular TITLE guanyl-3',5'-cytidine (a, b, c cell lengths) (a, b, g cell angles) No Atom a b c C C C N N C . connectivity table (sometimes) atom types (sometimes) bond types (sometimes) 1 2 3 4 5 6 7 8 9
5
Coordinate System (3) Internal Coordinates
Described by reference to another atom Distance, Angel, Torsion Angle primarily used for more sophisticated calculations molecular orbital calculation ab initio calculations …
6
Coordinate System (4) Less Common Coordinates Spherical Coordinates
More sophisticated calculations Polar Coordinates Hydrogen bonds
7
Exercise : Z-matrix Ethane
8
Exercise : Z-matrix Acetic acid의 Z-matrix 짜보기 시작 – 보조 프로그램 – 메모장(워드패드)
Z-matrix를 완성한 후 Aceticacid.gjf로 저장 Gaussview에서 구조 확인하면서 변수 고치기 Atom간 결합 길이(간격은 space bar, 소수점 표시) C - C 1.5 C - O 1.4 C = O 1.25 C - H 1.09 O - H 1.0
9
Coordinate System – gjf file
gjf file format %chk=B.chk # opt sto-3g Title card Required 0 1 C H B1 H B A1 H B A D1 Jop type, method, basis set, option Compound name Charge, Spin multiplicity
10
Coordinate System – gjf file
Jop type SP : single point energy (default) Opt : geometry optimization Freq : frequency and thermochemical analysis IRC : reaction path following Scan : potential energy surface scan Option Pop(Population) : atomic charge, dipole moment, molecular orbital, multipole moments (default)
11
Coordinate System – gjf file
Gaussian input file format Angle Name Bond length Torsion angle
12
Exercise : SPE calculation
Option # (SP) (Methd)/(basis set) Ex) # SP AM1/ZDO # SP HF/STO-3G
13
Exercise : SPE calculation
시작 모든프로그램 Gaussian 03W Gaussian 03W
14
Exercise : SPE calculation
gjf file gaussian 창으로 drag & drop
15
Exercise : SPE calculation
Ready for processing start Run C: Save
16
Exercise : SPE calculation
Processing complete GaussView실행
17
Exercise : SPE calculation
File Open 파일형식 수정 out 열기
18
Exercise : SPE calculation
Results Summary
19
Exercise : Minimization and PC
Option # (Opt) Freq (Methd)/(basis set) Ex) # SP AM1/ZDO # SP HF/STO-3G
20
Exercise : Minimization and PC
Result Vibration check Start
21
Exercise : Minimization and PC
Spectrum
22
Exercise : Minimization and PC
Result Veiw file ★Energy Unit : 1HF = kcal/mol
23
Molecular Orbital Molecular Orbital
A space in a molecule where electrons are most likely to be found Describe behavior of one electron in the electric field Bonding / Anti-bonding orbital HOMO, LUMO, …
24
Diatomic Molecular Orbital
25
Exercise : Molecular orbital
Edit MOs
26
Exercise : Molecular orbital
New Generate
27
Exercise : Molecular orbital
Visualize Add Type : HOMO, LUMO Update
28
Exercise : Molecular orbital
Right Drag : size
29
Exercise : Molecular orbital
Right One Click Display format
30
Exercise : Electrostatic potential map
gjf file gaussian 창으로 drag & drop
31
Exercise : Electrostatic potential map
Ready for processing start Run C: Save
32
Exercise : Electrostatic potential map
Processing complete Utilities FormChk
33
Exercise : Electrostatic potential map
Utilities CubeGen
34
Exercise : Electrostatic potential map
The following dialog box appears: Property[Density]? Density Formatted Checkpoint File? C:\Filename.fch (note that you wil l need to specify the path to your .fch file here) Cube File [ ]? Filename.cube (this is the name of your cube fil e Cubegen will create) Approximate Points per Side [0]? 40 (This puts roughly 40 poin ts on each side of the cube, giving it 403 points) Header in cube file [H]? H (make sure to have a header so you can get the exact dimensions of the cube file. T3D will require them)
35
Exercise : Electrostatic potential map
36
Exercise : Electrostatic potential map
File Open 파일형식 수정 fch 열기
37
Exercise : Electrostatic potential map
Results Surface
38
Exercise : Electrostatic potential map
Cube Actions New Cube
39
Exercise : Electrostatic potential map
Kind : Total Density OK Surface Actions New Mapped Surface
40
Exercise : Electrostatic potential map
Default option OK
41
Potential Energy Surface
PEF : Functional Representation of PES
42
Potential Energy Surface
PEF (Force Field) An empirical set of energy function
43
Exercise : Potential Energy Surface
Option #p (SP) Freq (Methd)/(basis set) Scan Ex) #p AM1 Scan Define variable
44
Exercise : Potential Energy Surface
Example operation Z-matrix Variables (B1에 대해여 1.0부터 5단계로 -0.1)
45
Exercise : Potential Energy Surface
시작 모든프로그램 Gaussian 03W Gaussian 03W
46
Exercise : Potential Energy Surface
gjf file gaussian 창으로 drag & drop
47
Exercise : Potential Energy Surface
Ready for processing start Run C: Save
48
Exercise : Potential Energy Surface
Processing complete GaussView실행
49
Exercise : Potential Energy Surface
File Open 파일형식 수정 out 열기
50
Exercise : Potential Energy Surface
Result Scan 선택 click
51
Exercise : Potential Energy Surface
Dipeptide(Ala-Ala)
52
PES for SN2 Reaction Nucleophilic Substitution
“Incoming group” replaces the “leaving group” in one step From Wikipedia, SN2 Reaction
53
PES for SN2 Reaction
54
PES for SN2 Reaction 시작 모든 프로그램 Gaussian 03W Gaussian 03W
Calculation using Gaussian 1. Select gjf file! 2. Drag & Drop 2 1
55
PES for SN2 Reaction 시작 모든 프로그램 Gauss view Gauss view
1 2 1. File - Open 2. Open “.log” file
56
PES Generation 시작 모든 프로그램 Golden Software Surfer 8 Surfer 8
1. Grid-Data 2. Open “PES_data.xls” 3. Click OK
57
PES Generation 1. Map – Contour Map – New Contour Map 2. Open
“PES_data.grd”
58
PES Generation 1. Double Click Map 2. Check Fill Contours
3. Check Color Scale 4. OK
59
H.W. 가우시안에서 사용하는 대표적인 Method와 그에 해 당하는 basis set 을 3가지 조사하여 정리(Pair로 조사 해야 함) 반 page 이내 제출일 : 4월 20일 장소 : 분자 설계 연구소(BMDRC)
Similar presentations
© 2025 SlidePlayer.com. Inc.
All rights reserved.