A window for trap-free charge transport in organic semiconductors

A window for trap-free charge transport in organic semiconductors
An artist's impression of a cluster of water molecules acting as a hole trap. Credit: D. Andrienko, MPI-P.

Organic semiconductors, a class of carbon-based materials with optical and electronic properties, are now commonly used to fabricate a variety of devices, including solar cells, light-emitting diodes and field-effect transistors. These semiconducting materials can exhibit a characteristic known as highly unipolar charge transport, which essentially means that they predominantly conduct either electrons or holes. This can be somewhat problematic, as it hinders their efficiency and performance.

Researchers at the Max Planck Institute for Polymer Research have recently identified an window inside which organic semiconductors do not experience charge trapping. As explained in their paper, published in Nature Materials, this window enables trap-free charge of both carriers.

"In 2012 we investigated the trapping of electrons in conjugated polymers and we found that lowering the at which electron transport takes place (i.e. LUMO) could reduce the amount of electron trapping," Gert-Jan Wetzelaer, one of the researchers who carried out the study, told TechXplore. "Last year, we developed a strategy to improve the electrodes in organic- devices, which allowed us to investigate organic semiconductors with a very large range of energy levels. In our new study, we were interested in how the position of these energy levels would influence the transport of both electrons and holes, even for very deep energy levels, which could previously not be explored."

To investigate how the position of energy levels can influence a semiconductor's ability to transport both electrons and holes, Wetzelaer and his colleagues measured electron and hole currents in a variety of organic semiconductors. In their previous work, they observed that the degree to which this current depends on the voltage applied across a semiconducting film can be used as a measure of the amount of charge trapping.

When the researchers measured the current passing through a large range of organic semiconductors with different energy levels, they found that the energy levels of individual materials influenced whether the current was limited by or not. After conducting a series of experiments and gathering numerous observations, they were able to identify a window in which organic semiconductors can achieve trap-free charge transport.

More specifically, they observed that when the ionization energy of a material rises above 6 eV, hole trapping occurs and thus it will no longer be able to efficiently conduct holes. On the other hand, when a material's electron affinity is lower than 3.6 eV, it will not be able to transport electrons efficiently. To effectively conduct both electrons and holes, therefore, a material's ionization and electron affinity energy levels should be within this specific window.

A window for trap-free charge transport in organic semiconductors
Photograph of the trap-free OLED Credit: MPI-P.

"Our results imply that for optimal performance, the energy levels of the organic semiconductors used in devices, such as OLEDs and organic , should be ideally situated inside the discovered energy window," Wetzelaer said. "Inside this energy window, the conduction of charge-carriers will be efficient, which is important for converting electricity into light and vice versa."

The study carried out by Wetzelear and his colleagues introduces a general design rule for organic semiconductors that can be used for the fabrication of OLEDs, solar cells and field-effect transistors. This 'general rule' specifies desirable energy levels for achieving higher efficiency and conductivity in devices built using these materials.

"We have recently managed to create a highly efficient OLED based on these design rules, with a much less complex device architecture than normally used," Wetzelaer added.

Wetzelaer and his colleagues carried out a series of simulations and gathered further interesting results, suggesting that water clusters could be the source of hole trapping. This key observation could help to devise strategies to remove charge traps from semiconducting films.

In the future, the energy window identified by this team of researchers could inform the development of more efficient semiconductor-based devices. In addition, their observations raise interesting questions related to the design of blue OLEDs.

"In blue OLEDs, the required energy gap for blue light emission is approximately 3.0 eV, which is larger than the trap-free window," Wetzelaer said. "We are now planning to investigate strategies to remove or disable charge traps in organic semiconductors, to be able to make highly efficient blue OLEDs."


Explore further

Tuning the energy levels of organic semiconductors

More information: Naresh B. Kotadiya et al. A window to trap-free charge transport in organic semiconducting thin films, Nature Materials (2019). DOI: 10.1038/s41563-019-0473-6

H. T. Nicolai et al. Unification of trap-limited electron transport in semiconducting polymers, Nature Materials (2012). DOI: 10.1038/nmat3384

Naresh B. Kotadiya et al. Universal strategy for Ohmic hole injection into organic semiconductors with high ionization energies, Nature Materials (2018). DOI: 10.1038/s41563-018-0022-8

Naresh B. Kotadiya et al. Efficient and stable single-layer organic light-emitting diodes based on thermally activated delayed fluorescence, Nature Photonics (2019). DOI: 10.1038/s41566-019-0488-1

Journal information: Nature Materials , Nature Photonics

© 2019 Science X Network

Citation: A window for trap-free charge transport in organic semiconductors (2019, October 8) retrieved 20 October 2019 from https://phys.org/news/2019-10-window-trap-free-semiconductors.html
This document is subject to copyright. Apart from any fair dealing for the purpose of private study or research, no part may be reproduced without the written permission. The content is provided for information purposes only.
188 shares

Feedback to editors

User comments

Oct 08, 2019
Would it not be simpler to simply show the calculation for each charge. I know; a summation over the field at every instant would be required. I can do it. Represent what each charge sees is analogous to a charge at Position R that will create the exact field and direction at that moment. Set C=1; T=Lambda; Q=+/1; Define what you mean in the pic, i.e. location of each charge. Remember the boundary. Yeah, I know. Begins to get funky; but, I know how to fuzzify.

Oct 08, 2019
Get it wrong! Use feedback, either open or closed. You'll get it!

Please sign in to add a comment. Registration is free, and takes less than a minute. Read more