An A-D-A-type small molecule, DCF-2HT, was synthesized using fluorene as the central block and 2- （2,3-dihydro-3-oxo- 1H-inden- 1-ylidene）propanedinitrile as the end groups, with one hexyl-substituted thiophene as a...An A-D-A-type small molecule, DCF-2HT, was synthesized using fluorene as the central block and 2- （2,3-dihydro-3-oxo- 1H-inden- 1-ylidene）propanedinitrile as the end groups, with one hexyl-substituted thiophene as a n bridge, for use as an acceptor material in organic solar cells. Devices based on DCF-2HT and the polymer donors PBDB-T or PTB7-Th were fabricated and optimized. Power conversion efficiencies of 5.71% and 4.83% were obtained for PBDB-T： DCF-2HT- and PTB7-Th： DCF-2HT-based devices, respectively.展开更多
We study some geometric and potential theoretic properties of nodal domains of solutions to certain uniformly elliptic equations. In particular, we establish corkscrew conditions, Carleson type estimates and boundary ...We study some geometric and potential theoretic properties of nodal domains of solutions to certain uniformly elliptic equations. In particular, we establish corkscrew conditions, Carleson type estimates and boundary Harnack inequalities on a class of nodal domains.展开更多
基金supported by the Ministry of Science and Technology(2014CB643502 and 2016YFA0200200)the National Natural Science Foundation of China(21404060 and 91433101)
文摘An A-D-A-type small molecule, DCF-2HT, was synthesized using fluorene as the central block and 2- （2,3-dihydro-3-oxo- 1H-inden- 1-ylidene）propanedinitrile as the end groups, with one hexyl-substituted thiophene as a n bridge, for use as an acceptor material in organic solar cells. Devices based on DCF-2HT and the polymer donors PBDB-T or PTB7-Th were fabricated and optimized. Power conversion efficiencies of 5.71% and 4.83% were obtained for PBDB-T： DCF-2HT- and PTB7-Th： DCF-2HT-based devices, respectively.
基金supported by National Science Foundation of USA(Grant No.DMS 1955249)。
文摘We study some geometric and potential theoretic properties of nodal domains of solutions to certain uniformly elliptic equations. In particular, we establish corkscrew conditions, Carleson type estimates and boundary Harnack inequalities on a class of nodal domains.
