Linear Direct Drive for Light Conveyor Belts to Reduce Tensile Forces

Research output: Chapter in book/report/conference proceedingContribution to book/anthologyResearchpeer review

Authors

  • Malte Kanus
  • Alexander Hoffmann
  • Ludger Overmeyer
  • Bernd Ponick
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Details

Original languageEnglish
Title of host publicationCPS&C 2019
Subtitle of host publicationCyber-Physical Systems and Control
EditorsDmitry G. Arseniev, Ludger Overmeyer, Heikki Kälviäinen, Branko Katalinić
PublisherSpringer Nature
Pages398-406
Number of pages9
Edition1.
ISBN (electronic)978-3-030-34983-7
ISBN (print)978-3-030-34982-0
Publication statusPublished - 30 Nov 2019

Publication series

NameLecture Notes in Networks and Systems (LNNS)
Volume95
ISSN (Print)2367-3370
ISSN (electronic)2367-3389

Abstract

Due to increasing demands of the mass flow and transport lengths, the use of intermediate drives for continuous conveyors for both packaged and bulk materials is constantly growing. Intermediate drives allow the transmission of drive forces along the conveyor and thus lead to a reduction in the maximum belt tensile force. This paper presents a new drive concept for light conveyor belts. To reduce the belt tensile force, intermediate drives in form of linear direct drives are allocated along the transport distance. In the first part, a new belt design is presented which enables the implementation of the linear direct drive runner elements. The conveyer belt is characterized by low additional weights of the runner elements and has only a slightly higher bending stiffness compared to conventional conveyor belts, whereby small pulley diameters can be achieved. The second part explains the drive concept in the form of an Integrated Linear Flux Modulating Motor in more details. In particular, possible problems and the developed solutions, which were implemented and verified in a demonstrator, are presented. The results of the research show the high potential of the new drive technology.

Keywords

    Integrated Linear Flux Modulating Motor, Light conveyor belts, Linear direct drive, Reducing tensile forces

ASJC Scopus subject areas

Cite this

Linear Direct Drive for Light Conveyor Belts to Reduce Tensile Forces. / Kanus, Malte; Hoffmann, Alexander; Overmeyer, Ludger et al.
CPS&C 2019: Cyber-Physical Systems and Control. ed. / Dmitry G. Arseniev; Ludger Overmeyer; Heikki Kälviäinen; Branko Katalinić. 1. ed. Springer Nature, 2019. p. 398-406 (Lecture Notes in Networks and Systems (LNNS); Vol. 95).

Research output: Chapter in book/report/conference proceedingContribution to book/anthologyResearchpeer review

Kanus, M, Hoffmann, A, Overmeyer, L & Ponick, B 2019, Linear Direct Drive for Light Conveyor Belts to Reduce Tensile Forces. in DG Arseniev, L Overmeyer, H Kälviäinen & B Katalinić (eds), CPS&C 2019: Cyber-Physical Systems and Control. 1. edn, Lecture Notes in Networks and Systems (LNNS), vol. 95, Springer Nature, pp. 398-406. https://doi.org/10.1007/978-3-030-34983-7_38
Kanus, M., Hoffmann, A., Overmeyer, L., & Ponick, B. (2019). Linear Direct Drive for Light Conveyor Belts to Reduce Tensile Forces. In D. G. Arseniev, L. Overmeyer, H. Kälviäinen, & B. Katalinić (Eds.), CPS&C 2019: Cyber-Physical Systems and Control (1. ed., pp. 398-406). (Lecture Notes in Networks and Systems (LNNS); Vol. 95). Springer Nature. https://doi.org/10.1007/978-3-030-34983-7_38
Kanus M, Hoffmann A, Overmeyer L, Ponick B. Linear Direct Drive for Light Conveyor Belts to Reduce Tensile Forces. In Arseniev DG, Overmeyer L, Kälviäinen H, Katalinić B, editors, CPS&C 2019: Cyber-Physical Systems and Control. 1. ed. Springer Nature. 2019. p. 398-406. (Lecture Notes in Networks and Systems (LNNS)). doi: 10.1007/978-3-030-34983-7_38
Kanus, Malte ; Hoffmann, Alexander ; Overmeyer, Ludger et al. / Linear Direct Drive for Light Conveyor Belts to Reduce Tensile Forces. CPS&C 2019: Cyber-Physical Systems and Control. editor / Dmitry G. Arseniev ; Ludger Overmeyer ; Heikki Kälviäinen ; Branko Katalinić. 1. ed. Springer Nature, 2019. pp. 398-406 (Lecture Notes in Networks and Systems (LNNS)).
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