U
Ute Rabe
Researcher at Fraunhofer Society
Publications - 95
Citations - 3647
Ute Rabe is an academic researcher from Fraunhofer Society. The author has contributed to research in topics: Atomic force acoustic microscopy & Cantilever. The author has an hindex of 27, co-authored 89 publications receiving 3499 citations. Previous affiliations of Ute Rabe include Paul Sabatier University & Saarland University.
Papers
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Vibrations of free and surface‐coupled atomic force microscope cantilevers: Theory and experiment
Ute Rabe,K. Janser,Walter Arnold +2 more
TL;DR: In this article, the free vibration spectra and the local vibration amplitude of four rectangular atomic force microscope cantilevers made of silicon have been examined experimentally in a spectral range of 100 kHz to 10 MHz.
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Acoustic microscopy by atomic force microscopy
Ute Rabe,Walter Arnold +1 more
TL;DR: In this article, an atomic force microscope was constructed enabling one to image the topography of a sample, and to monitor simultaneously ultrasonic surface vibrations in the MHz range, where a part of the position sensing light beam reflected from the cantilever is directed to an external knife-edge detector.
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Quantitative determination of contact stiffness using atomic force acoustic microscopy
TL;DR: A technique to measure the contact stiffness and the Young's modulus of sample surfaces quantitatively, with a resolution of approximately 20 nm, exploiting the contact resonance frequencies of standard cantilevers used in atomic force microscopy.
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Imaging and measurement of local mechanical material properties by atomic force acoustic microscopy
TL;DR: In this paper, the amplitude and phase of the cantilever vibration as well as the shift of the resonance frequencies contain information about local tip-sample contact stiffness and can be used as imaging quantities.
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High-frequency response of atomic-force microscope cantilevers
TL;DR: In this article, the complete flexural beam equation is examined and compared directly with the first-mode approximation (FMA) with both linear and nonlinear examples using both analytical and finite difference numerical techniques and it is shown that the higher modes must be included for excitations above the first resonance if both the low and high frequency dynamics are to be modeled accurately.