2017
DOI: 10.1016/j.jmsy.2016.11.003
|View full text |Cite
|
Sign up to set email alerts
|

A joint design of production run length, maintenance policy and control chart with multiple assignable causes

Help me understand this report

Search citation statements

Order By: Relevance

Paper Sections

Select...
2

Citation Types

0
35
0

Year Published

2018
2018
2024
2024

Publication Types

Select...
8
1
1

Relationship

1
9

Authors

Journals

citations
Cited by 75 publications
(35 citation statements)
references
References 29 publications
0
35
0
Order By: Relevance
“…For more details on PCI based chart, see [26], [27]. More details on the application of the control charts can be seen in [28]- [31].…”
Section: Introductionmentioning
confidence: 99%
“…For more details on PCI based chart, see [26], [27]. More details on the application of the control charts can be seen in [28]- [31].…”
Section: Introductionmentioning
confidence: 99%
“…In industry, there are some situations when multiple assignable causes affected the model. Therefore, many researchers are interested in presenting a model in these situations (Gibra, 1981;Chung, 1991;Yang et al, 2010;Nenes et al, 2015;Ghanaatiyan et al, 2016;Tasias and Nenes, 2016;Salmasnia et al, 2017). Duncan (1971) extended his model from single assignable cause to multiple assignable causes where the assignable causes occurred independently.…”
Section: Introductionmentioning
confidence: 99%
“…CU= xOW x=Q= xv=oOvJ p}rO =@ C=i= QLv= =@ X pQDvm Q=Owtv |O=YDk= w |Q=t; |O=YDk= |L=Q] |O=YDk= |L=Q] u}vJty [7] "Ov=xOQm |UQQ@ p=tQv Q}e |=yxO=O Qw[L QO = Q = Q xv=oOvJ p}rO =@ C=i= QLv= Qw[L QO |k=@]v= CQ=ywW |rQDvm Q=Owtv l} |Q=t; [8] "Ov=xOQm |UQQ@ R}v OQwt Q}N= |=yp=U QO C= Q}taD |Q=Oyov w |Q=t; Ov}=Qi Q@ CQ=_v s=eO= pQDvm u=tRty |R=Uxv}y@ |= Q@ |rOt 'Q=@ u}rw= |= Q@ '=DU= Q u}= QO "CU= xOw@ xHwD w pQDvm Q=Owtv |=yQDt= Q=B |xv}y@ Q=Okt w [9] OW x=Q= C= Q}taD |Q=Oyov w Ov}=Qi |= Q@ = Q 1 PM xv=Q}oW}B C= Q}taD |Q=Oyov s=Hv= Q=@ wO u}@ xv}y@ |xrY=i |}=U=vW Ea=@ |Q=t; |=yOv}= Qi Q@ CQ=_v '|RwQt= CiQW}B x@ wQ |=}vO QO R= [2 w 1] "OwW|t =yv; Q@=Q@ QO sRq Vvm =w s=Hv= w xOW Ov}=Qi C= Q}}eD`} QÙ wkw p=tDL= u=tR QPoQO w Ov=|m}v=mt |O}rwD |=yOv}= Qi R= |Q=}U@ |iQ] |= QH= sOa '=DU= Q u}ty QO "CU= V}=Ri= x@ wQ p}rO =@ C=i= QLv= w |@=QN u; ?Hwt x@ w |@=QN C=aiO O=OaD V}=Ri= Ea=@ xv=Q}oW}B C= Q}taD |Q=Oyov hWm w C=ikwD R= |Q}owrH |= Q@ u=kkLt "OwW|t O}rwD Ov}=Qi |=yxv}Ry V}=Ri= OvwQ Q@ CQ=_v w C= Q}taD |Q=Oyov |=yCU=}U O}rwD Ov}=Qi QO C= Q}}eD`} QU Ov}=Qi Q@ CQ=_v s=eO= 'OwHw u}= =@ [4 w 3] [21] p Exponential p SPM [5] p Normal p SPM [2] p Exponential Maintenance [22] p Exponential p SPM/Maintenance [3] p Weibull p SPM/Maintenance [20] p Exponential/GAMMA p SPM [23] Weibull/Exponential SPM/Maintenance [24] p Erlang p SPM [8] Exponential Maintenance [25] Erlang/Weibull SPM [26] p Weibull p SPM/Maintenance [13] Weibull Maintenance [27] p [10] "OvOQm x@U=Lt =yxv} Ry`wtHt uOQm xv}tm u; QO xm [11] [12] OW O=yvW}B C= Q}taD |Q=Oyov |=yC}r=ai |oJQ=Bm} ' [13] [14] "OW xO=O xaUwD |O}rwD Ov}=Qi l} |= Q@ xv=Q}oW}B C= Q}taD |Q=Oyov w SPM C= Q}taD |Q=Oyov CU=}U w pQDvm Q=Owtv u=tRty |L=Q] x@ u=kkLt u; R= TB u}OvJ QO 'u}= Q@ xwqa [15] "OvDN=OQB xv=oOvJ p}rO =@ C=i= QLv= uDiQo Q_v QO =@ x@ |Q=t; Ov}=Qi Q@ CQ=_v w C= Q}taD |Q=Oyov |=yCU=}U [1816] [19] p}rO =@ h= QLv= |O=YDk= |L=Q] pOt "Ci=} VQDUo xv=oOvJ p}rO =@ C=i= QLv= =@ |rOt x@ Ow@ 'Qo}O |WywSB QO [5] "OW x=Q= xv=oOvJ p}rO =@ C=i= QLv= uDiQo Q_v QO =@ X Q=Owtv p@=kDt QF= w [20] …”
mentioning
confidence: 99%