By a combination of ab-initio computational techniques, based on density-functional theory, GW theory, and the Bethe–Salpeter equation, we study the opto-electronic properties of several conjugated polymers and in particular the properties of excitons. We study three different situations: (I) an isolated polymer chain, (II) a chain embedded in a dielectric medium, and (III) a polymer crystal. Surprisingly, the results obtained for situation (II) generally agree best with experiment. We discuss possible reasons for this rule and an interesting exception
We calculate the electronic and optical excitations of polythiophene using the GW (G stands for one-...
We calculate the electronic and optical excitations of polythiophene using the GW (G stands for one-...
The spatial extension and binding energy of excitons in semiconducting conjugated polymers are still...
By a combination of ab-initio computational techniques, based on density-functional theory, GW theor...
By a combination of ab-initio computational techniques, based on density-functional theory, GW theor...
By a combination of ab-initio computational techniques, based on density-functional theory, GW theor...
By a combination of ab-initio computational techniques, based on density-functional theory, GW theor...
By a combination of ab-initio computational techniques, based on density-functional theory, GW theor...
By a combination of ab-initio computational techniques, based on density-functional theory, GW theor...
We calculate the electronic and optical excitations of crystalline polythiophene and polyphenylenevi...
We calculate the electronic and optical excitations of crystalline polythiophene and polyphenylenevi...
We calculate the electronic and optical excitations of crystalline polythiophene and polyphenylenevi...
We calculate the electronic and optical excitations of crystalline polythiophene and poly(phenylene ...
We calculate the electronic and optical excitations of crystalline polythiophene and poly(phenylene ...
We calculate the electronic and optical excitations of crystalline polythiophene and poly(phenylene ...
We calculate the electronic and optical excitations of polythiophene using the GW (G stands for one-...
We calculate the electronic and optical excitations of polythiophene using the GW (G stands for one-...
The spatial extension and binding energy of excitons in semiconducting conjugated polymers are still...
By a combination of ab-initio computational techniques, based on density-functional theory, GW theor...
By a combination of ab-initio computational techniques, based on density-functional theory, GW theor...
By a combination of ab-initio computational techniques, based on density-functional theory, GW theor...
By a combination of ab-initio computational techniques, based on density-functional theory, GW theor...
By a combination of ab-initio computational techniques, based on density-functional theory, GW theor...
By a combination of ab-initio computational techniques, based on density-functional theory, GW theor...
We calculate the electronic and optical excitations of crystalline polythiophene and polyphenylenevi...
We calculate the electronic and optical excitations of crystalline polythiophene and polyphenylenevi...
We calculate the electronic and optical excitations of crystalline polythiophene and polyphenylenevi...
We calculate the electronic and optical excitations of crystalline polythiophene and poly(phenylene ...
We calculate the electronic and optical excitations of crystalline polythiophene and poly(phenylene ...
We calculate the electronic and optical excitations of crystalline polythiophene and poly(phenylene ...
We calculate the electronic and optical excitations of polythiophene using the GW (G stands for one-...
We calculate the electronic and optical excitations of polythiophene using the GW (G stands for one-...
The spatial extension and binding energy of excitons in semiconducting conjugated polymers are still...