2002
DOI: 10.1080/00207540110090939
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Aggregate order release planning for time-varying demand

Abstract: Order release is the interface between the control of the material¯ow through the entire logistic chain and the control of the production units. Order release mechanisms based on the workload control concept usually are based on functional relationships of time averages of work-in-process, output,¯ow time, etc. This causes severe limitations especially in the case of time-varying demand. The paper shows that order release can be designed as a hierarchical system with aggregate order release planning as the upp… Show more

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Cited by 103 publications
(37 citation statements)
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References 31 publications
(29 reference statements)
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“…Rearranging this, we obtain (25) which was used to obtain the ACF model, which is thus exact under these assumptions.…”
Section: A Single Stage Multiproduct Model Using Clearing Functionsmentioning
confidence: 99%
“…Rearranging this, we obtain (25) which was used to obtain the ACF model, which is thus exact under these assumptions.…”
Section: A Single Stage Multiproduct Model Using Clearing Functionsmentioning
confidence: 99%
“…While this work is important to analytical model building in WLC research, it remains unclear whether applying buffer constraints is appropriate as most WLC policies do not restrict the buffer (or queue length) in front of work centres; work centre buffers are usually considered infinite as the buffering happens in the pre-shop pool to avoid blocking on the shop floor. An alternative was provided by Missbauer (2002aMissbauer ( , 2009) who used the theory of transient queuing networks to build aggregate order release planning models, introducing a clearing function model with more than one independent variable. This appears more appropriate, but clearing function models are based on steady-state assumptions and hence still only provide approximation solutions.…”
Section: (2005) Andmentioning
confidence: 99%
“…By considering microscopic internal interactions, the clearing function takes the saturated form as the WIP increases. Missbauer (2002) used the saturated clearing function in order to develop an order release scheme. For the order release problem, Breithaupt et al (2002) also use a similar curve given in parametric form.…”
Section: The Fundamental Diagram Of a Manufacturing Workcellmentioning
confidence: 99%