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Reynolds, P.

Table of Contents

Herrmann, H. B 23 , Google Scholar. Swendsen, R. B 20 , Google Scholar. B 22 , Google Scholar.

Finite size scaling for the core of large random hypergraphs

Rebbi, C. Landau, D.

Sampling & Sample Size Determination

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Nuovo Cimento 26 B, 99 Google Scholar. Schulman, L. A 13 , Google Scholar. Suzuki, M. Patashinskii, A. Baker, G.

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Stell, G. Green, M. Lundquist, B. Onsager, L.


Gaunt, D. A 12 , Google Scholar. Mouritsen, O. B 19 , Google Scholar. Brezin, E. D 8 , Google Scholar. Kinzel, W. B—Condensed Matter 28 , Google Scholar. Muto, S. Leeuwen, J.

Finite-Size Scaling, Volume 2 - 1st Edition

B—Condensed Matter Google Scholar. Nickel, B. A 12 , L25 Google Scholar. Rehr, J.

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    Submission history

    Personalised recommendations. We report the first application of finite-size scaling theory to nanostructured percolating networks, using silver nanowire AgNW films as a model system for experiment and simulation. While their performance as large area films is well-studied, the production of working devices involves patterning of the films to produce isolated electrode structures, which exhibit finite-size scaling when these features are sufficiently small. We demonstrate a generalised method for understanding this behaviour in practical rod percolation systems, such as AgNW films, and study the effect of systematic variation of the length distribution of the percolating material.

    We derive a design rule for the minimum viable feature size in a device pattern, relating it to parameters which can be derived from a transmittance-sheet resistance data series for the material in question. This understanding has direct implications for the industrial adoption of silver nanowire electrodes in applications where small features are required including single-layer capacitive touch sensors, LCD and OLED display panels.