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2 article(s) from von Klitzing, Regine

A simple extension of the commonly used fitting equation for oscillatory structural forces in case of silica nanoparticle suspensions

Sebastian Schön and
Regine von Klitzing

Beilstein J. Nanotechnol. 2018, 9, 1095–1107, doi:10.3762/bjnano.9.101

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Figure 1: Force versus separation curve for the 2 wt % suspension. Grey open circles show a single force curv...

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Figure 2: Combined force data of the 9 wt % suspension (black dots) together with fits based on Equation 1 from differe...

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Figure 3: Combined force data of the 9 wt % suspension (black dots) together with the fit parameters A (circl...

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Figure 4: Combined force data of the 9 wt % suspension (black dots) together with fit based on Equation 1 made from 200...

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Figure 5: Combined force data of the 9 wt % suspension (black dots) together with the fit based on Equation 2 made from...

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Figure 6: Combined force data of the 9 wt % suspension (black dots) together with the fit parameters over the...

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Figure 7: Combined force data of the 9 wt % suspension (black dots) together with the fit parameters over the...

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Figure 8: Log–log scale of wavelength λ as a function of the silica nanoparticle concentration and the respec...

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Figure 9: Decay length ξ₁ (triangles) together with ξ₂ (pentagons) in nm as a function of the suspension conc...

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Figure 10: Amplitude A (circles) as well as parameter B (diamonds) in pN as a function of the suspension conce...

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Figure 11: B·ξ₂ in aJ as a function of the suspension concentration in wt % together with a linear trend. Two ...

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Full Research Paper

Published 05 Apr 2018

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Growth behaviour and mechanical properties of PLL/HA multilayer films studied by AFM

Cagri Üzüm,
Johannes Hellwig,
Narayanan Madaboosi,
Dmitry Volodkin and
Regine von Klitzing

Beilstein J. Nanotechnol. 2012, 3, 778–788, doi:10.3762/bjnano.3.87

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Figure 1: (a) Top camera view of the cantilever and the scratch on the film (delimited with the dashed lines)...

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Figure 2: Calculation of the film thickness by the full-indentation method. The dashed lines show the tip-fil...

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Figure 3: Thickness of (PLL/HA)_n as a function of n as measured by scratch-and-scan and full-indentation meth...

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Figure 4: (a) A typical force–indentation depth curve as measured by CP-AFM on (PLL/HA)₂₄. The jump point of ...

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Figure 5: Relative percentage Young’s modulus E% for (PLL/HA)₇₂ as measured on one fixed spot. All the values...

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Figure 6: Calculated Young’s modulus E for (PLL/HA)₇₂ with different indentation velocities sorted by (a) the...

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Figure 7: Young’s modulus E as a function of (PLL/HA)_n bilayer number n for an indenter radius of 2.37 μm (op...

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Figure 8: A summary of the stress-relaxation measurements. “Start of dwell” is the indentation depth at which...

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Figure 9: Stress relaxation curve with a dwell time of 40 s. The biexponential fit is represented by the thic...

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Figure 10: The cantilever’s stress relaxation time τ₁ and τ₂ as a function of the initial indentation velocity...

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Published 21 Nov 2012

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