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| Design Methodology for Future Products ISBN (print): 978-3-030-78367-9 ISBN (eBook): 978-3-030-78368-6 DOI: 10.1007/978-3-030-78368-6 Titel des Beitrags Model-Based Systems Engineering: Discovering Potentials for Methodical Modular Product Development |
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![](/t3resources/pkt/_processed_/d/a/csm_PahlBeitz_2021_a8272e007b.jpg) | Pahl/Beitz Konstruktionslehre ISBN (print): 978-3-662-57302-0 ISBN (eBook): 978-3-662-57303-7 DOI: 10.1007/978-3-662-57303-7 Titel des Beitrags Produktarchitektur |
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![](/t3resources/pkt/_processed_/b/e/csm_Deep_Oil_Spills_2020_53b5cb08cd.jpg)
| Deep Oil Spills - Facts, Fate, and Effects ISBN (print): 978-3-030-11604-0 ISBN (eBook): 978-3-030-11605-7 DOI: 10.1007/978-3-030-11605-7 Titel der Beiträge Jet Formation at the Spill Site and Resulting Droplet Size Distributions Behavior of Rising Droplets and Bubbles: Impact on the Physics of Deep-Sea Blowouts and Oil Fate |
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![](/t3resources/pkt/_processed_/f/8/csm_Dubbel25_2018_6e7006a617.jpg) | DUBBEL - Taschenbuch für den Maschinenbau ISBN (print): 978-3-662-54804-2 ISBN (eBook): 978-3-662-54804-9 DOI: 10.1007/978-3-662-54805-9 Titel des Beitrags Grundlagen technischer Systeme und des methodischen Vorgehens |
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![](/t3resources/pkt/_processed_/2/4/csm_Transdisciplinary_Perspectives_on_Complex_Systems_57d1535032.jpg) | Transdisciplinary Perspectives on Complex Systems ISBN (print): 978-3-319-38754-3 ISBN (eBook): 978-3-319-38754-7 DOI: 10.1007/978-3-319-38756-7 Titel des Beitrags Chapter: Early Phase Estimation of Variety Induced Complexity Cost Effects: A Study on Industrial Cases in Germany |
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![](/t3resources/pkt/_processed_/d/f/csm_Handbuch_Produktentwicklung_2016_ab77ab27aa.jpg) | Handbuch Produktentwicklung ISBN (print): 978-3-446-44518-5 ISBN (eBook): 978-3-446-44581-9 Titel des Beitrags Gleichteile-, Modul- und Plattformstrategie |
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![](/t3resources/pkt/_processed_/e/d/csm_Simpson_2014_cfd1d25a80.png) | Advances in Product Family and Product Platform Design ISBN (print): 978-1-4614-7937-9 ISBN (eBook): 978-1-4614-7936-6 DOI: 10.1007/978-1-4614-7937-6 Titel des Beitrags Chapter 10: Integrated Development of Modular Product Families: A Methods Toolkit |
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![](/t3resources/pkt/_processed_/d/e/csm_Handbuch_Konstruktion_2012_258b599b92.png) | Handbuch Konstruktion, 2., aktualisierte Auflage ISBN: 978-3446456198 Titel der Beiträge Teil II - Kapitel 3 Leichtbau Teil II - Kapitel 11 Modulare Produktstrukturierung |
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![](/t3resources/pkt/_processed_/1/7/csm_Birkhofer_2011_e32d5c6fcc.png) | The Future of Design Methodology ISBN (print): 978-0-85729-615-3 ISBN (eBook): 978-0-85729-614-6 DOI: 10.1007/978-0-85729-615-3 Titel des Beitrags Chapter 3 Methodical Support for the Development of Modular Product Families |
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