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Peta Kendali GCRL (Generalized Conforming Run Length) untuk Memonitoring Rata-Rata Variabel

Peta Kendali GCRL (Generalized Conforming Run Length) untuk Memonitoring Rata-Rata Variabel. RESUME JURNAL Kartika mayangsari 3333081578 Teknik industri Universitas sultan ageng tirtayasa. RESUME JURNAL.

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Peta Kendali GCRL (Generalized Conforming Run Length) untuk Memonitoring Rata-Rata Variabel

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  1. PetaKendali GCRL (Generalized Conforming Run Length)untukMemonitoring Rata-Rata Variabel RESUME JURNAL Kartikamayangsari 3333081578 Teknikindustri Universitas sultan agengtirtayasa

  2. RESUME JURNAL Petakendali CRL (Conforming Run Length) telahmenarikperhatiandalampeningkatanminatpenelitianpadabidang SPC (Statistical Process Control). Hal inimenentukan status dasarprosesberdasarkan interval ataujarakdiantaradua unit nonconforming. Jurnalinimenjelaskantentangpetakendali GCRL (Generalized Conforming Run Length)untukmemonitorrata-rata dari satu karakteristik mutu terukur x pada 100% inspeksi.

  3. RESUME JURNAL Untukmembuatpetakendali GCRL, masing-masing unit akandiklasifikasikansebagaipassingataunonpassingunit tergantungdariapakahnilaisampel x beradadidalamataudiluarlowerdanupper batasinspeksi LIL dan UIL. Ketikanonpassing unit diperoleh, peta GCRL mengecekjarakantarasekarangdan unit nonpassingterakhirdalamurutanuntukmenentukan status proses(terkontrolataudiluarkontrol). Pembatasinspeksi LIL dan UIL ditentukanolehsatudesainoptimisasi.

  4. RESUME JURNAL PetaKendali GCRL tidakhanyamenyelesaikansatudead-corner masalahdari CRL konvensional, tapijugadengansangatmenunjukkanakhiruntukmendeteksipergeseran rata-rata. Penemuan yang paling menarikperhatianadalahpetakendaliatributGCRL mengunggulipetakendalivariabel X untukderajat yang pentingdalamvariabel SPC. Hal itumenunjukkanbahwapetakendaliatribut yang sederhanamungkinmenggantikanpetakendalivariabeldalambeberapaaplikasi SPC. PerancanganpetaGCRL harusdiselesaikanolehsatu program komputer, tapidesaindapatdilengkapinyariscepatsekalipadasatukomputerpribadi.

  5. REFERENSI Zhang Wua,*, ZhaoJun Wang, Wei Jiang. 2009. A generalized Conforming Run Length control chart for monitoring the mean of a variable q. a. School of Mechanical and Aerospace Engineering, Nanyang Technological University, Singapore 639798, Singapore b. School of Mathematic Science, Nankai University, 300071, China c. School of Systems and Enterprises, Stevens Institute of Technology, Hoboken, NJ 07030, USA

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