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General Questions and Answers / Re: Minimizing molecules on Si(100)
« on: December 20, 2014, 15:25 »
Hello
I am reposting to this thread after successful replication of literature results and extension of the method to new structures. This success was a direct result of Umberto’s suggestion to carry out the calculations with a periodic approach as opposed to a cluster approach as a means to model the Si(100) crystalline surface.
At this point I would like to further exploit this capability. So far I have been able to minimize the structure and calculate the molecular energy spectrum, density of states, and eigenstates for a series of 1, 2, 3, and 4 molecules bonded to the Si(100) surface. Going forward, I would like to model a continuum of bonded molecules in the same manner as used to model the crystalline slab. However, when I generate a unit cell as seen in the attached image, the calculations yield results equivalent to a single molecule attached to an infinite underlying crystalline surface. So I’m curious, does ATK understand this unit cell as a representing a single molecule attached to an infinite periodic plane, or does it understand it as a periodic extension of every element in the unit cell, i.e. both the crystalline slab and the bonded molecule are periodic in A and B dimensions? What is the appropriate way to setup a calculation where both elements are periodic in A and B dimensions?
Any assistance is greatly appreciated.
I am reposting to this thread after successful replication of literature results and extension of the method to new structures. This success was a direct result of Umberto’s suggestion to carry out the calculations with a periodic approach as opposed to a cluster approach as a means to model the Si(100) crystalline surface.
At this point I would like to further exploit this capability. So far I have been able to minimize the structure and calculate the molecular energy spectrum, density of states, and eigenstates for a series of 1, 2, 3, and 4 molecules bonded to the Si(100) surface. Going forward, I would like to model a continuum of bonded molecules in the same manner as used to model the crystalline slab. However, when I generate a unit cell as seen in the attached image, the calculations yield results equivalent to a single molecule attached to an infinite underlying crystalline surface. So I’m curious, does ATK understand this unit cell as a representing a single molecule attached to an infinite periodic plane, or does it understand it as a periodic extension of every element in the unit cell, i.e. both the crystalline slab and the bonded molecule are periodic in A and B dimensions? What is the appropriate way to setup a calculation where both elements are periodic in A and B dimensions?
Any assistance is greatly appreciated.