Robust Active Vibration Control of a Bandsaw Blade

Christopher J. Damaren; Lan Le-Ngoc

doi:10.1115/1.568437

Journal of Vibration and Acoustics | Volume 122 | Issue 1 | TECHNICAL PAPERS

< Previous Article Next Article >

TECHNICAL PAPERS

Robust Active Vibration Control of a Bandsaw Blade

Christopher J. Damaren, Senior Lecturer and Lan Le-Ngoc, Scientist

[+] Author and Article Information

Christopher J. Damaren

Department of Mechanical Engineering, University of Canterbury, Private Bag 4800, Christchurch, New Zealand

Lan Le-Ngoc

Industrial Research Ltd., 5 Sheffield Crescent, PO Box 20-028, Christchurch, New Zealand

J. Vib. Acoust 122(1), 69-76 (Feb 01, 1999) (8 pages) doi:10.1115/1.568437 History: Received August 01, 1998; Revised February 01, 1999

Article

References

Figures

Tables

Citing Articles

Purchase this Content

$25.00

Purchase

Learn about subscription and purchase options

Your Session has timed out. Please sign back in to continue.

References

Figures

Instability regions for Ω_c vs. Δ⁁_c (q̄_c=q⁁_c=30 kN/m, open-loop system) (□□=unstable)

View Large | Save Figure | Download Slide (.ppt)

The first five modes under cutting conditions

View Large | Save Figure | Download Slide (.ppt)

Maximum singular values of T_zpwp(jω) (5 mode plant model)

View Large | Save Figure | Download Slide (.ppt)

Maximum singular values of T_zΔwΔ(jω) (5 mode plant model)

View Large | Save Figure | Download Slide (.ppt)

Maximum singular values of T_zpwp(jω) (10 mode plant model)

View Large | Save Figure | Download Slide (.ppt)

Maximum singular values of T_zΔwΔ(jω) (10 mode plant model)

View Large | Save Figure | Download Slide (.ppt)

Bode plots for H(s), controller designs I-IV

View Large | Save Figure | Download Slide (.ppt)

Instability regions for Ω_c vs. Δ⁁_c (q̄_c=q⁁_c=7.5 kN/m, controller IV) (□□=unstable)

View Large | Save Figure | Download Slide (.ppt)

Instability regions for Ω_c vs. Δ⁁₀ (q̄₀=q⁁₀=68 kN/m,q_c=7.5 kN/m, controller IV) (□□=unstable)

View Large | Save Figure | Download Slide (.ppt)

Simulation results for sinusoidal disturbances and parameter variation

View Large | Save Figure | Download Slide (.ppt)

Tables

Errata

Discussions

Web of Science® Times Cited: 9

Some tools below are only available to our subscribers or users with an online account.

PDF
Email

You must be logged in as an individual user to share content.

Return to: Robust Active Vibration Control of a Bandsaw Blade

Copyright in the material you requested is held by the American Society of Mechanical Engineers (unless otherwise noted). This email ability is provided as a courtesy, and by using it you agree that you are requesting the material solely for personal, non-commercial use, and that it is subject to the American Society of Mechanical Engineers' Terms of Use. The information provided in order to email this topic will not be used to send unsolicited email, nor will it be furnished to third parties. Please refer to the American Society of Mechanical Engineers' Privacy Policy for further information.
Share
Get Citation

Damaren CJ, Le-Ngoc L. Robust Active Vibration Control of a Bandsaw Blade. ASME. J. Vib. Acoust. 1999;122(1):69-76. doi:10.1115/1.568437.

Download citation file:

RIS (Zotero)

EndNote

BibTex

Medlars

ProCite

RefWorks

Reference Manager

© Copyright
Get Alerts

Processing your request... Please Wait.

Robust Active Vibration Control of a Bandsaw Blade

References

Figures

Bandsaw blade

Eigenloci for varying q_c=q_t=q̄_c (□ q̄_c=0,q̄_c=50 kN/m)

Eigenloci for varying K_d(q_c=q_t=50 kN/m) (□ K_d=0,K_d=4 kN/m/s)

Instability regions for Ω_c vs. Δ⁁_c (q̄_c=q⁁_c=30 kN/m, open-loop system) (□□=unstable)

The first five modes under cutting conditions

Maximum singular values of T_zpwp(jω) (5 mode plant model)

Maximum singular values of T_zΔwΔ(jω) (5 mode plant model)

Maximum singular values of T_zpwp(jω) (10 mode plant model)

Maximum singular values of T_zΔwΔ(jω) (10 mode plant model)

Bode plots for H(s), controller designs I-IV

Instability regions for Ω_c vs. Δ⁁_c (q̄_c=q⁁_c=7.5 kN/m, controller IV) (□□=unstable)

Instability regions for Ω_c vs. Δ⁁₀ (q̄₀=q⁁₀=68 kN/m,q_c=7.5 kN/m, controller IV) (□□=unstable)

Simulation results for sinusoidal disturbances and parameter variation

Tables

Errata

Discussions

Related Content

Journals

Conference Proceedings

eBooks

Robust Active Vibration Control of a Bandsaw Blade

References

Figures

Bandsaw blade

Eigenloci for varying qc=qt=q̄c (□ q̄c=0,q̄c=50 kN/m)

Eigenloci for varying Kd(qc=qt=50 kN/m) (□ Kd=0,Kd=4 kN/m/s)

Instability regions for Ωc vs. Δ⁁c (q̄c=q⁁c=30 kN/m, open-loop system) (□□=unstable)

The first five modes under cutting conditions

Maximum singular values of Tzpwp(jω) (5 mode plant model)

Maximum singular values of TzΔwΔ(jω) (5 mode plant model)

Maximum singular values of Tzpwp(jω) (10 mode plant model)

Maximum singular values of TzΔwΔ(jω) (10 mode plant model)

Bode plots for H(s), controller designs I-IV

Instability regions for Ωc vs. Δ⁁c (q̄c=q⁁c=7.5 kN/m, controller IV) (□□=unstable)

Instability regions for Ωc vs. Δ⁁0 (q̄0=q⁁0=68 kN/m,qc=7.5 kN/m, controller IV) (□□=unstable)

Simulation results for sinusoidal disturbances and parameter variation

Tables

Errata

Discussions

Related Content

Journals

Conference Proceedings

eBooks

Eigenloci for varying q_c=q_t=q̄_c (□ q̄_c=0,q̄_c=50 kN/m)

Eigenloci for varying K_d(q_c=q_t=50 kN/m) (□ K_d=0,K_d=4 kN/m/s)

Instability regions for Ω_c vs. Δ⁁_c (q̄_c=q⁁_c=30 kN/m, open-loop system) (□□=unstable)

Maximum singular values of T_zpwp(jω) (5 mode plant model)

Maximum singular values of T_zΔwΔ(jω) (5 mode plant model)

Maximum singular values of T_zpwp(jω) (10 mode plant model)

Maximum singular values of T_zΔwΔ(jω) (10 mode plant model)

Instability regions for Ω_c vs. Δ⁁_c (q̄_c=q⁁_c=7.5 kN/m, controller IV) (□□=unstable)

Instability regions for Ω_c vs. Δ⁁₀ (q̄₀=q⁁₀=68 kN/m,q_c=7.5 kN/m, controller IV) (□□=unstable)