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Ab initio Calculations Using Wien2k Code

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How to create the structure of 14 atom nanoparticle

Nanoparticle is a 3D particle  which has dimension between 1 and 100 nanometers with different shapes like cubic.

Even particle with less than 1 nm dimension is considered as a nanoparticle. We will take the example of Palladium material using 2 different ways to create the structure.


The Bulk structure is as follows:

View only mode -->edit STRUCT file


Title: 

Lattice:
Spacegroup: 225_Fm-3m


Splitting of equivalent positions not available.
To split you must select a lattice type
Spacegroups from
Bilbao Cryst Server
Lattice parameters in
       a= b= c=
       α= β= γ=

Inequivalent Atoms: 1
Atom 1: Z= RMT=
       Pos 1: x= y= z=

Number of symmetry operations:

View only mode -->edit STRUCT file


x supercell

copy supercell file to struct file

sgroup


1st way according to Blaha procedure

 Filename of original struct file:

Number of cells in x direction: 2
Number of cells in y direction: 2
Number of cells in z direction: 2

Optional shift of all atoms (fractional coordinates)
in x direction:
in y direction:
in z direction:

Enter your target lattice type:


(Some choices are restricted by symmetry)

For surfaces or isolated molecules: (for P lattice only)
Vacuum in x-direction [bohr]: 5
Repeat atoms at x=0:N

Vacuum in y-direction [bohr]: 5
Repeat atoms at y=0: N

Vacuum in z-direction [bohr]: 5
Repeat atoms at z=0:N

 


View only mode -->edit STRUCT file


Title: 

Lattice:
Spacegroup: 221_Pm-3m


Splitting of equivalent positions not available.
To split you must select a lattice type
Spacegroups from
Bilbao Cryst Server
Lattice parameters in
       a= b= c=
       α= β= γ=

Inequivalent Atoms: 2
Atom 1: Z= RMT=
       Pos 1: x= y= z=
       Pos 2: x= y= z=
       Pos 3: x= y= z=
       Pos 4: x= y= z=
       Pos 5: x= y= z=
       Pos 6: x= y= z=
       Pos 7: x= y= z=
       Pos 8: x= y= z=

Atom 2: Z= RMT=
       Pos 1: x= y= z=
       Pos 2: x= y= z=
       Pos 3: x= y= z=
       Pos 4: x= y= z=
       Pos 5: x= y= z=
       Pos 6: x= y= z=

Number of symmetry operations:

View only mode -->edit STRUCT file






2nd way according to the article (Ab Initio Calculation for Magnetism of Pd Nanoparticles )


Filename of original struct file:

Number of cells in x direction: 1
Number of cells in y direction: 1
Number of cells in z direction: 1

Optional shift of all atoms (fractional coordinates)
in x direction:
in y direction:
in z direction:

Enter your target lattice type:


(Some choices are restricted by symmetry)

For surfaces or isolated molecules: (for P lattice only)
Vacuum in x-direction [bohr]: 10
Repeat atoms at x=0:Y

Vacuum in y-direction [bohr]: 10
Repeat atoms at y=0: Y

Vacuum in z-direction [bohr]: 10
Repeat atoms at z=0:Y





View only mode -->edit STRUCT file


Title: 
Lattice:
Spacegroup: 221_Pm-3m_


Splitting of equivalent positions not available.
To split you must select a lattice type
Spacegroups from
Bilbao Cryst Server
Lattice parameters in
       a= b= c=
       α= β= γ=

Inequivalent Atoms: 2
Atom 1: Z= RMT=
       Pos 1: x= y= z=
       Pos 2: x= y= z=
       Pos 3: x= y= z=
       Pos 4: x= y= z=
       Pos 5: x= y= z=
       Pos 6: x= y= z=
       Pos 7: x= y= z=
       Pos 8: x= y= z=

Atom 2: Z= RMT=
       Pos 1: x= y= z=
       Pos 2: x= y= z=
       Pos 3: x= y= z=
       Pos 4: x= y= z=
       Pos 5: x= y= z=
       Pos 6: x= y= z=

Number of symmetry operations:

View only mode -->edit STRUCT file


 


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