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(Electro)luminescent polymer-acceptor system comprising a polymer and an acceptor for transferring excitation energy

机译:(电)发光聚合物-受体系统,包括聚合物和用于转移激发能的受体

摘要

The invention pertains to an (electro)luminescent polymer-acceptor system comprising a polymer with a plurality of chromophores doped with an acceptor for transferring excitation energy from the polymer to the acceptor wherein at least one wavelength of the polymer emission is a wavelength at which the acceptor absorbs energy, and for emitting energy as photons, characterized in that the dwell time of an exciton that is to be transferred from the polymer to the acceptor is longer than the time for transferring said exciton from the polymer to the acceptor, by satisfying the equationkETppkETpd,wherein kETpp is the rate constant of the energy transfer at λ between two chromophores of the polymer, kETpd is the rate constant of the energy transfer at λ between the polymer and the acceptor. If the energy transfer processes in the polymer-acceptor system can be described by Förster theory the above equation can be rewritten as <math overflow="scroll"><mrow><msup><mover><mi>R</mi><mi>_</mi></mover><mi>pd</mi></msup><mo></mo><mrow><msubsup><mi>R</mi><mn>0</mn><mi>pd</mi></msubsup><mo>·</mo><msup><mrow><mo>(</mo><mfrac><msubsup><mi>τ</mi><mi>ET</mi><mi>pp</mi></msubsup><msub><mi>τ</mi><mi>n</mi></msub></mfrac><mo>)</mo></mrow><mrow><mn>1</mn><mo>/</mo><mn>6</mn></mrow></msup></mrow></mrow></math> {overscore (R)}pd is the mean distance between the polymer and the acceptor, R0pd is the Förster radius, and τETpp and τn are the experimental lifetimes of a single chromophore and of the plurality of chromophores of the polymer, respectively.
机译:本发明涉及一种(电)发光聚合物-受体系统,该系统包括具有多个生色团的聚合物,所述生色团掺杂有用于将激发能从所述聚合物转移到所述受体的受体,其中所述聚合物发射的至少一个波长是这样的波长:受体吸收能量,并以光子的形式发射能量,其特征在于,通过满足以下条件,从聚合物转移到受体的激子的停留时间长于将激子从聚合物转移到受体的时间。方程<?in-line-formulae description =“在线公式” end =“ lead”?> k ET pp ET < Sup> pd ,<?in-line-formulae description =“在线公式” end =“ tail”?>其中k ET pp 是聚合物的两个发色团k ET pd 是聚合物与受体之间在λ处能量转移的速率常数。如果聚合物受体系统中的能量转移过程可以用Förster理论描述,则上述等式可以重写为 <![CDATA [<数学溢出=“ scroll”> R _ < / mi> pd / mo> R 0 < mi> pd · τ ET pp τ n 1 / 6 < / math>]]> {overscore(R)} pd 是聚合物与受体之间的平均距离,R 0 pd 是Förster半径,而τ< Sub> ET pp 和τ n 分别是聚合物的单个发色团和多个发色团的实验寿命。

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