Gecko Hamaker
An Open-Science
Software Tool
for the Calculation of
van der Waals-London
Dispersion (vdW-Ld) Interactions
Based
on algorithms developed by V. Adrian Parsegian1 and others, Gecko Hamaker calculates Hamaker
coefficients, interaction free energies, forces, and torques for a wide range
of geometries and materials, using the full Lifshitz
theory for vdW-Ld interactions. Gecko Hamaker also provides a web service for the distribution of
over 100 materials’ full spectral optical properties.
How to Install and Run Gecko Hamaker
Installers and documentation for Gecko Hamaker are available on Sourceforge:
Gecko
Hamaker |
|
The
latest version is Gecko Hamaker 2.1; installers are
available for Windows x86 and x64, MacOS, and Linux.
Basic Overview
Recent
advances in vdW-Ld theory2 have
facilitated the implementation of an open-source, open-data design tool that
renders tractable an understanding and predictive design capability for vdW-Ld interactions in a wide variety of contexts. The
Gecko Hamaker open-source software project is a full
implementation of the fully retarded Lifshitz
formulations3 for isotropic and anisotropic plane-plane4
and cylinder-cylinder2 interactions with intervening interlayer
materials, planar systems of up to 99 layers, 5 and graded
interfaces6 for the modeling of grain boundaries or other
continuously changing systems, accompanied by a database of material optical
properties spectra. The software and source code are distributed freely on Sourceforge under the GNU General Public License.7 The machine-readable optical property database
is available for download and as a web service and makes available the full
spectral optical properties of over 100 materials from both ab initio calculations8,9 and
experimental measurements.10-17
Gecko
Hamaker is a database application which runs with the
help of MariaDB,
an open source database available for free download. Gecko Hamaker allows the user to either connect to an external
web service which provides a database of over 100 material optical properties,
or to connect to a local MariaDB server. Gecko Hamaker calculates a London Dispersion spectrum1
for the materials in the database. The user may then set up the layer
configuration for the calculation by creating a project and assigning database
materials to layers in the project. Gecko Hamaker
then automatically calculates Hamaker coefficients,
interaction free energies, forces and torques for your project.
Hamaker coefficients represent the London
Dispersion Force of the van der Waals attraction between two materials. London
Dispersion Forces arise from the interaction between fluctuating dipoles whose
frequencies lie in the optical and UV regions of the spectrum. Therefore,
Hamaker constants may be calculated from the complex
dielectric constants measured in the optical/UV portions of the spectrum.
Development of
Gecko Hamaker, an open-source software tool, began in
2004 as a student project at Cornell University. Since 2012, development
has been supported by DOE-BES-DMSE-BMM under awards DE-SC0008068 (Case Western Reserve University)
and DE-SC0008176 (University of Massachusetts – Amherst).
1. V.A. Parsegian,
Van der Waals forces: a handbook for biologists, chemists, engineers, and
physicists. Cambridge University Press, 2006.
2. A. Siber, R. Rajter, R. French, W. Ching, V. Parsegian, and R. Podgornik, “Dispersion interactions between optically
anisotropic cylinders at all separations: Retardation effects for insulating
and semiconducting single-wall carbon nanotubes,” Physical Review B, 80
[16] (2009).
3. E.M. Lifshitz, “The Theory of Molecular Attractive Forces
between Solids,” Journal of Experimental and Theoretical Physics USSR, 29
94–110 (1956).
4. R.F. Rajter and R.H. French, “New perspectives on van der
Waals-London interactions of materials. From planar interfaces to carbon
nanotubes,” J. Phys.: Conf. Ser., 94 [1] 012001 (2008).
5. R. Podgornik, R. French, and V. Parsegian,
“Nonadditivity in van der Waals interactions within
multilayers,” Journal of Chemical Physics, 124 [4] (2006).
6. K. van Benthem, G. Tan, R.H. French, L.K. DeNoyer,
R. Podgornik, and V.A. Parsegian,
“Graded interface models for more accurate determination of van der
Waals–London dispersion interactions across grain boundaries,” Phys. Rev. B,
74 [20] 205110 (2006).
7. GNU General
Public License, Version 2 - http://www.gnu.org/licenses/gpl-2.0.html.
8. R.F. Rajter, R.H. French, W.Y. Ching,
R. Podgornik, and V.A. Parsegian,
“Chirality-dependent properties of carbon nanotubes: electronic structure,
optical dispersion properties, Hamaker coefficients
and van der Waals-London dispersion interactions,” RSC Adv., [3] 823–842
(2012).
9. L. Poudel, P. Rulis, L. Liang, and
W.-Y. Ching, “Electronic structure, stacking energy,
partial charge, and hydrogen bonding in four periodic B-DNA models,” Phys. Rev. E, (Accepted 2014).
10. R.H. French, S.J.
Glass, F.S. Ohuchi, Y.-N. Xu, and W.Y. Ching, “Experimental
and theoretical determination of the electronic structure and optical
properties of three phases of ZrO2,” Phys. Rev. B, 49 [8]
5133–5142 (1994).
11. R. French, R. Cannon, L. DeNoyer, and Y. Chiang, “Full Spectral Calculation of Nonretarded Hamaker Constants for
Ceramic Systems from Interband Transitions
Strengths,” Solid State Ionics, 75 13–33 (1995).
12. R. French, H. Mullejans, D. Jones, G. Duscher,
R. Cannon, and M. Ruhle, “Dispersion forces and Hamaker constants for intergranular
films in silicon nitride from spatially resolved-valence electron energy loss
spectrum imaging,” Acta Materialia,
46 [7] 2271–2287 (1998).
13. R. French, H. Mullejans, and D. Jones, “Optical properties of aluminum
oxide: Determined from vacuum ultraviolet and electron energy-loss
spectroscopies,” Journal of the American Ceramic Society, 81 [10]
2549–2557 (1998).
14. R. French, “Origins and applications of
London dispersion forces and Hamaker constants in
ceramics,” Journal of the American Ceramic Society, 83 [9]
2117–2146 (2000).
15. G. Tan, M. Lemon,
D. Jones, and R. French, “Optical properties and London dispersion interaction
of amorphous and crystalline SiO$_2$ determined by vacuum ultraviolet
spectroscopy and spectroscopic ellipsometry,” Physical
Review B, 72 [20] (2005).
16. R. French, V. Parsegian, R. Podgornik, R. Rajter, A. Jagota, J. Luo, D. Asthagiri, M. Chaudhury, et
al., “Long range interactions in nanoscale science,” Reviews of Modern
Physics, 82 [2] 1887–1944 (2010).
17. D.M. Dryden, G.L.
Tan, and R.H. French, “Optical Properties and van der Waals-London Dispersion
Interactions in Berlinite Aluminum Phosphate from
Vacuum Ultraviolet Spectroscopy,” Journal of the American Ceramic Society,
97 [4] 1143–1150 (2014).