31 research outputs found

    Direct Patterning of Conductive Polymer Domains for Photovoltaic Devices

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    We report a simple approach to control the morphology of polymer/fullerene solar cells based on electron-beam patterning of polymer semiconductors. This process generates conductive nanostructures or microstructures through an in situ cross-linking reaction, where the size, shape, and density of polymer domains are all tunable parameters. Cross-linked polymer structures are resistant to heat and solvents, so they can be incorporated into devices that require thermal annealing or solution-based processing. We demonstrate this method by building “gradient” and nanostructured poly­(3-hexylthiophene)/fullerene solar cells. The power-conversion efficiency of these model devices improves with increasing interfacial area. The flexible methodology can be used to study the effects of active layer design on optoelectronic function

    Nickel was electrodeposited into a SLIM pattern with 80nm square opening.

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    <p>The SEM images show a) a 52 degree projection of the nickel pillars after removing the resist and (b) a 52 degree projection of the same sample after argon plasma treatment.</p

    SEM image of preferred orientation of 400 nm thick rod-shaped magnetic particles.

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    <p>The particles were fabricated using horizontal movement of the AAL stage and evaporation of gold/permalloy/gold tri-layers. The sample was lifted-off in TMAH solution, rinsed in DI water to remove the traces of TMAH and dried on a silicon surface in the absence of any external magnetic field. The observed preferred orientation of the particles is the result of shape anisotropy dominating the material properties. The rods’ alignment into the long-stranded pattern is the manifestation of the switching of easy axis along the length of the particles due to their shape.</p

    Diagram describing the SLIM process.

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    <p>The precursor is dot patterns separated by a wall of thickness a<sub>0</sub> and b<sub>0</sub>. SLIM processing narrows both walls at the same rate to a thickness of a<sub>1</sub> and b<sub>1</sub>. At a critical thickness the etch rate reduces significantly resulting in little change towards a<sub>2</sub>, but b<sub>2</sub> continues to narrow. As b<sub>2</sub> approaches the critical thickness, the pattern converges to a square.</p
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