Doğru varlık yönetimi optimizasyon stratejisini oluşturmak rekabet gücünüzü artırarak işletmenizin geleceğine yön verir.
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Endüstriyel pazarların rekabetçi ortamı, şirketleri, varlıkların yatırım getirisini en üst düzeye çıkarmaya, operasyonların maliyetini de mümkün olduğunca minimum seviyeye indirmeye zorlar. Wonderware Türkiye Varlık Yönetimi çözümlerinden Aveva Asset Stragedy Optimization, bakım optimizasyonu ve kritik varlıkları genel bir varlık performans yönetimi stratejisine entegre ederek işletmelerin varlık performansını iyileştirmelerine yardımcı olur ve yeni çözümler üretmelerini sağlar. İlk etapta şirketin kurumsal stratejisine ve hedeflerine bakarak ve ardından da varlık yatırım getirisini en üst düzeye çıkarmayı sağlayacak eylemleri belirleyerek optimize edilmiş bakım ve yedek parça stratejilerini oluşturur.
Dijital Dönüşüm Yolculuğunuza Asset Stragedy Optimization ile başlayın.
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Dijital dönüşüm veya varlık performansı yönetimi optimizasyonu yolculuğunun başlangıcı için en uygun çözümdür. İyileştirme fırsatlarını ve en iyi bakım stratejilerini belirlemek için analizler ve simülasyonlar gerçekleştirerek mevcut varlık performansına kapsamlı bir bakış sağlar. Gerçek dijital dönüşüm, APM'nin varlık odaklı bir yaklaşımdan mühendislik kabiliyetini, endüstriyel operasyonları ve varlık performansını bütünsel olarak birbirine bağlayan bir sisteme dönüştürülmesi ile gerçekleşir.
Dijital dönüşüm süreçleri için beklentiler her zaman yüksektir. Endüstri 4.0 çağında dijital olarak güçlendirilmiş bir kaç mühendis ile kendi kendine çalışır akıllı sistemler oluşturmak, izlemek ve arızaları minimum seiyeye indirmek mümkündür. Ayrıca, Endüstriyel Nesnelerin İnterneti (IIoT) teknolojisiyle beraber bu faaliyetleri, birden fazla tesisi birbirine bağlayarak ve operasyonel yönetim faaliyetlerini düzene sokarak gerçekleştirmek geleneksel yöntemlere göre oldukça hız kazanmış ve basitleşmiştir. Fabrikalar arasındaki sınırlar ortadan kalkmıştır.
Endüstri 4.0 ve IIoT teknolojilerinin getirdiği dönüşümlerle beraber varlık ve ekipman bakımı, envanter optimizasyonu, birlikte çalışabilirlik ve iş sağlığı güvenliğindeki gelişmeler dikkat çekmeye başlamıştır. McKinsey tahminlerine göre dijital dönüşümlerin, üretim operasyonlarındaki kesinti sürelerini %30 ila %50 arasında azaltma, iş gücü verimliliğini de %40 ila %50 oranında artırma potansiyeline sahip olduğunu ifade edilmiştir.
Getiriyi En Üst Düzeye Çıkarın.
Planlanmamış arıza süresini azaltmak, varlık arızalarını oluşmadan önce belirlemek ve operasyonların güvenlik ve mevzuat uyumluluğunu sağlayarak başlayın ve uzmanların size rehberlik etmesine izin verin.
Kök Neden Analizi (RCA) yapın.
Olay günlüğü, çözüm tanımları ve güvenli önleyici çözümler için kapsamlı yerleşik kök neden analizi yapın.Bu işlem bir yıl içinde ortalama 1:30 yatırım getirisi sağlar.
Yedek Parça Optimizasyonu yapın.
Kritik varlıklarınızla ilgili envanter yönetimini optimize edin ve arıza süresi ve stok yönetiminde önemli tasarruflar elde edin.
Optimizasyon için Simülasyon
Bu işlem, tüm varlık yaşam döngüsü boyunca farklı varlık stratejilerini simüle ederek karar vermeyi kolaylaştırır ve maliyet ile risk arasında mükemmel dengeyi bulmanıza yardımcı olur.
Riske Dayalı Denetim (RBI)
RBI, basınçlı kaplar, ısı eşanjörleri ve borular için denetim planlarının optimize edilmesine yardımcı olur. Arıza olasılığının belirlenmesi ve olası sonuçların net bir şekilde tanımlanması, çevre ve güvenlik yönetmeliklerine uyumu garanti ederken denetim aralıklarının uzatılmasına olanak sağlayacaktır. Risk analizi, kaynaklarınızı en kritik varlıklara odaklamanıza yardımcı olur, bu da planlanmamış arıza süresini azaltır ve varlık kullanılabilirliğini artırır.
Etkili bir APM (Varlık Performans Yönetimi) 4.0 stratejisi, mühendislik kabiliyetini, endüstriyel operasyonları ve bakımı faaliyetlerini birbirine entegre ederek geliştirilebilir. En iyi uygulamaları, entegre sistem çözümlerini ve doğru veri modellerini içeren, anlaşılması kolay bir çözüm çerçevesi oluşturarak başarılı ve akılcı dijital dönüşümün temelini oluşturur. İşletmeleri, kurumsal hedeflerine doğru ilerletirken operasyonel süreçlerde ve yatırımlarda iyileştirmeye öncelik veren, eyleme geçirilebilir, bir yol haritası sunar.
Başarılı bir APM stratejisi, verimliliği artırır, beklenmeyen duruş sürelerini azaltır, ve varlıklardan gelen verileri eyleme dönüştürülebilir içgörülere dönüştürür. Değer kayıplarını durdurun ve iyileştirme fırsatlarına öncelik verin. Optimum bir Varlık Performansı Yönetimi stratejisi, tek bir ekipman, hat veya tesisin performansından daha fazlasını hesaba katar. Bir varlığın değerini, her bir varlığın potansiyel başarısızlığıyla ilişkili iş riskini ve genel iş hedeflerini de hesaba katarak bu varlıktan maksimum verimlilik ve sürdürülebilirlik elde etmeyi hedefler.
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)
Geleceği tahmin etmenin en güvenilir yolu onu yaratmaktır.