2014
DOI: 10.3762/bjnano.5.48
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Impact of thermal frequency drift on highest precision force microscopy using quartz-based force sensors at low temperatures

Abstract: SummaryIn frequency modulation atomic force microscopy (FM-AFM) the stability of the eigenfrequency of the force sensor is of key importance for highest precision force measurements. Here, we study the influence of temperature changes on the resonance frequency of force sensors made of quartz, in a temperature range from 4.8–48 K. The sensors are based on the qPlus and length extensional principle. The frequency variation with temperature T for all sensors is negative up to 30 K and on the order of 1 ppm/K, up… Show more

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Cited by 10 publications
(7 citation statements)
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“… Parameter qPlus Cantilever f 0 [kHz] 56.59 136 k 1800 42 A [pm] 100 240 n q 25 17 B [Hz] 100 1000 Q 150–1600 1–30 The values for the cantilever are taken from Fukuma et al . 14 and the ones for qPlus are typical specifications of our latest custom qPlus sensors which have a higher resonance frequency (as described in 56 ). …”
Section: Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“… Parameter qPlus Cantilever f 0 [kHz] 56.59 136 k 1800 42 A [pm] 100 240 n q 25 17 B [Hz] 100 1000 Q 150–1600 1–30 The values for the cantilever are taken from Fukuma et al . 14 and the ones for qPlus are typical specifications of our latest custom qPlus sensors which have a higher resonance frequency (as described in 56 ). …”
Section: Resultsmentioning
confidence: 99%
“… The values for the cantilever are taken from Fukuma et al . 14 and the ones for qPlus are typical specifications of our latest custom qPlus sensors which have a higher resonance frequency (as described in 56 ). …”
Section: Resultsmentioning
confidence: 99%
“…18,20 There are also external noise sources such as building vibrations or temperature fluctuations. 22 It is beyond the scope of the present work to discuss in detail the impact of these noise sources on AFM data. Here, we take for granted the main conclusions of previous works 18,23 that led to the conclusion that the measurement noise is minimized when the oscillation amplitude is of the order of magnitude of the decay length of the tip-surface interaction, meaning A ' 100 pm for a typical short-range interaction potential, and the cantilever stiffness k is of the order of 1000 NÁm À1 , mainly to prevent jump to contact instabilities.…”
Section: Measurement Noise Of Piezoresistive Cantileversmentioning
confidence: 99%
“…First, we make the approximation that coupling between the beams does not significantly affect the resonance frequency of the eigenmode. This is a rather stringent requirement, but measurements have shown that the shift due to coupling is under most conditions minimal [11,12]. Within this assumption, the resonance frequencies of a single beam (dimension l × w × t ) can be easily calculated as follows [13][14][15],…”
Section: Single Beam Approximationmentioning
confidence: 99%