Employing electro-mechanical analogies for co-resonantly coupled cantilever sensors

Körner, Julia; Reiche, Christopher F.; Büchner, Bernd; Mühl, Thomas; Gerlach, Gerald

doi:10.5194/jsss-5-245-2016

Articles | Volume 5, issue 2

https://doi.org/10.5194/jsss-5-245-2016

© Author(s) 2016. This work is distributed under
the Creative Commons Attribution 3.0 License.

https://doi.org/10.5194/jsss-5-245-2016

© Author(s) 2016. This work is distributed under
the Creative Commons Attribution 3.0 License.

Articles | Volume 5, issue 2

Regular research article

|

13 Jul 2016

Regular research article |

| 13 Jul 2016

Employing electro-mechanical analogies for co-resonantly coupled cantilever sensors

Julia Körner, Christopher F. Reiche, Bernd Büchner, Thomas Mühl, and Gerald Gerlach

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Apr 2020	14	7	5	26
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Jul 2020	26	21	11	58
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Oct 2020	13	9	0	22
Nov 2020	13	12	0	25
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Feb 2021	19	7	0	26
Mar 2021	22	4	0	26
Apr 2021	10	10	0	20
May 2021	18	7	0	25
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Jul 2021	15	14	0	29
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Jan 2022	10	7	1	18
Feb 2022	8	5	1	14
Mar 2022	12	12	1	25
Apr 2022	22	5	1	28
May 2022	19	3	0	22
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Jul 2022	12	7	0	19
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Dec 2022	9	5	0	14
Jan 2023	7	10	0	17
Feb 2023	11	6	0	17
Mar 2023	12	5	2	19
Apr 2023	6	4	2	12
May 2023	9	7	1	17
Jun 2023	1	2	0	3
Jul 2023	8	5	2	15
Aug 2023	6	2	2	10
Sep 2023	6	3	0	9
Oct 2023	3	1	2	6
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Jan 2024	2	2	0	4
Feb 2024	6	7	0	13
Mar 2024	1	9	2	12
Apr 2024	9	5	7	21
May 2024	12	4	0	16
Jun 2024	21	4	3	28
Jul 2024	17	4	2	23
Aug 2024	18	7	3	28
Sep 2024	12	3	2	17
Oct 2024	9	4	2	15
Nov 2024	5	1	2	8
Dec 2024	9	5	1	15
Jan 2025	9	4	1	14
Feb 2025	18	8	0	26
Mar 2025	12	4	2	18
Apr 2025	13	10	0	23
May 2025	17	7	1	25
Jun 2025	34	14	0	48
Jul 2025	12	12	1	25
Aug 2025	16	6	1	23
Sep 2025	39	9	1	49
Oct 2025	31	18	3	52
Nov 2025	25	21	4	50
Dec 2025	22	18	4	44
Jan 2026	12	12	2	26

Cumulative views and downloads (calculated since 13 Jul 2016)

Month	HTML	PDF	XML	Total
Jul 2016	31	12	2	45
Aug 2016	33	7	1	41
Sep 2016	64	4	1	69
Oct 2016	24	8	3	35
Nov 2016	51	7	0	58
Dec 2016	62	6	0	68
Jan 2017	46	17	1	64
Feb 2017	16	13	0	29
Mar 2017	18	22	0	40
Apr 2017	82	17	0	99
May 2017	195	29	1	225
Jun 2017	75	19	1	95
Jul 2017	20	17	0	37
Aug 2017	13	14	0	27
Sep 2017	20	19	0	39
Oct 2017	18	21	0	39
Nov 2017	23	22	3	48
Dec 2017	22	26	1	49
Jan 2018	24	19	0	43
Feb 2018	28	23	4	55
Mar 2018	26	26	1	53
Apr 2018	25	24	0	49
May 2018	19	23	1	43
Jun 2018	26	29	2	57
Jul 2018	31	30	0	61
Aug 2018	24	21	1	46
Sep 2018	24	20	1	45
Oct 2018	25	24	6	55
Nov 2018	28	22	3	53
Dec 2018	28	18	1	47
Jan 2019	19	24	1	44
Feb 2019	19	13	3	35
Mar 2019	20	23	2	45
Apr 2019	18	15	7	40
May 2019	30	17	7	54
Jun 2019	12	20	5	37
Jul 2019	21	23	5	49
Aug 2019	20	25	9	54
Sep 2019	21	27	5	53
Oct 2019	16	15	2	33
Nov 2019	10	16	2	28
Dec 2019	8	15	2	25
Jan 2020	28	5	5	38
Feb 2020	22	8	4	34
Mar 2020	19	10	4	33
Apr 2020	14	7	5	26
May 2020	8	5	2	15
Jun 2020	40	10	3	53
Jul 2020	26	21	11	58
Aug 2020	17	4	3	24
Sep 2020	13	6	0	19
Oct 2020	13	9	0	22
Nov 2020	13	12	0	25
Dec 2020	21	11	1	33
Jan 2021	30	9	0	39
Feb 2021	19	7	0	26
Mar 2021	22	4	0	26
Apr 2021	10	10	0	20
May 2021	18	7	0	25
Jun 2021	16	8	0	24
Jul 2021	15	14	0	29
Aug 2021	23	13	0	36
Sep 2021	15	6	0	21
Oct 2021	11	15	1	27
Nov 2021	9	13	0	22
Dec 2021	16	8	1	25
Jan 2022	10	7	1	18
Feb 2022	8	5	1	14
Mar 2022	12	12	1	25
Apr 2022	22	5	1	28
May 2022	19	3	0	22
Jun 2022	8	9	3	20
Jul 2022	12	7	0	19
Aug 2022	28	5	1	34
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Oct 2022	15	5	4	24
Nov 2022	10	8	0	18
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Feb 2023	11	6	0	17
Mar 2023	12	5	2	19
Apr 2023	6	4	2	12
May 2023	9	7	1	17
Jun 2023	1	2	0	3
Jul 2023	8	5	2	15
Aug 2023	6	2	2	10
Sep 2023	6	3	0	9
Oct 2023	3	1	2	6
Nov 2023	1	0	1
Dec 2023	15	3	2	20
Jan 2024	2	2	0	4
Feb 2024	6	7	0	13
Mar 2024	1	9	2	12
Apr 2024	9	5	7	21
May 2024	12	4	0	16
Jun 2024	21	4	3	28
Jul 2024	17	4	2	23
Aug 2024	18	7	3	28
Sep 2024	12	3	2	17
Oct 2024	9	4	2	15
Nov 2024	5	1	2	8
Dec 2024	9	5	1	15
Jan 2025	9	4	1	14
Feb 2025	18	8	0	26
Mar 2025	12	4	2	18
Apr 2025	13	10	0	23
May 2025	17	7	1	25
Jun 2025	34	14	0	48
Jul 2025	12	12	1	25
Aug 2025	16	6	1	23
Sep 2025	39	9	1	49
Oct 2025	31	18	3	52
Nov 2025	25	21	4	50
Dec 2025	22	18	4	44
Jan 2026	12	12	2	26

Latest update: 30 Jan 2026

Short summary

The presented work gives insight into the behaviour of co-resonantly coupled oscillating cantilever beams by means of electro-mechanical analogies. An electric circuit model is analysed with various stages of complexity, and conclusions are drawn regarding the applicability of the co-resonant concept for sensors. Furthermore, this is validated by a comparison between the theoretical predictions and experimental data.