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2 article(s) from Damircheli, Mehrnoosh

Design of V-shaped cantilevers for enhanced multifrequency AFM measurements

Mehrnoosh Damircheli and
Babak Eslami

Beilstein J. Nanotechnol. 2020, 11, 1525–1541, doi:10.3762/bjnano.11.135

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Figure 1: Schematic of V-shaped cantilevers with different geometrical parameters.

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Figure 2: Tip trajectory of a V-shaped cantilever interacting with a Au sample (L = 85 µm, [Graphic 4] = 15 µm, b_ref = 8...

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Figure 3: Ratio of second eigenmode to first eigenmode as a function of the length of V-shaped cantilevers fo...

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Figure 4: Second eigenmode phase difference between Au and PS versus setpoint for a given cantilever length. ...

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Figure 5: Ratio of second eigenmode to first eigenmode as a function of the triangle base width (b) of V-shap...

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Figure 6: Second eigenmode phase difference between Au and PS as a function of the setpoint for a given canti...

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Figure 7: Ratio of second eigenmode to first eigenmode versus each arm’s width ( [Graphic 17] ) of V-shaped cantilevers for...

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Figure 8: Phase difference of the Second eigenmode between Au and PS as a function of the setpoint for a give...

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Figure 9: Ratio of second eigenmode to first eigenmode versus thickness (t) of V-shaped cantilevers for: freq...

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Figure 10: Second eigenmode phase difference between Au and PS as function of the setpoint for different canti...

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Figure 11: Amplitude versus frequency response: (a) 1st eigenmode frequency tune curve of the long V-shaped ca...

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Figure 12: Simulation results of three commercial cantilevers in bimodal AFM done on Au and PS polymers. Verti...

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Figure 13: Bimodal AFM images of Au–PS samples. Left column: MULTI75G, middle column: TR400Long, right column:...

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Figure 14: Bimodal AFM images of PS-LDPE samples. Left column: MULTI75G, middle column: TR400Long, right colum...

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Full Research Paper

Published 06 Oct 2020

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Optimization of phase contrast in bimodal amplitude modulation AFM

Mehrnoosh Damircheli,
Amir F. Payam and
Ricardo Garcia

Beilstein J. Nanotechnol. 2015, 6, 1072–1081, doi:10.3762/bjnano.6.108

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Figure 1: (a) Scheme of the excitation and detection signals in bimodal AM configuration. (b) Definition of p...

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Figure 2: Bimodal AM in the attractive regime. (a) Phase shift dependence on the amplitude ratio of the first...

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Figure 3: Phase contrast in bimodal AM in the presence of dissipation (attractive regime). (a) Phase shift de...

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Figure 4: (a) Total dissipated power as a function of A₁/A₀₁ (gold). (b) Total dissipated power as a function...

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Figure 5: Inverted bimodal AM. (a) Phase shift dependence on the amplitude ratio (A₂/A₀₂). The value of the H...

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Figure 6: Comparison between direct and inverted bimodal AM. (a) Amplitude ratio dependence on the average ti...

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Figure 7: Bimodal AM in the repulsive regime. (a) Phase shift dependence on the amplitude ratio of the first ...

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Figure 8: Trimodal AFM in the attractive regime. (a) Phase shift of the second mode dependence on A₁/A₀₁ for ...

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Figure 9: Bimodal versus trimodal AM (attractive regime). (a) Phase shift of the second mode dependence on A₁/...

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Full Research Paper

Published 28 Apr 2015

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