05409nam 2200685Ia 450 991102018860332120200520144314.09786612021961978128202196912820219669783527624027352762402397835276240343527624031(CKB)1000000000724218(EBL)482078(OCoLC)319076294(SSID)ssj0000151595(PQKBManifestationID)11151324(PQKBTitleCode)TC0000151595(PQKBWorkID)10337682(PQKB)10227164(MiAaPQ)EBC482078(Perlego)2759800(EXLCZ)99100000000072421820080930d2009 uy 0engur|n|---|||||txtccrEvolvable designs of experiments applications for circuits /Octavian IordacheWeinheim Wiley-VCHc20091 online resource (232 p.)Description based upon print version of record.9783527324248 3527324240 Includes bibliographical references (p. 205-210) and index.Evolvable Designs of Experiments: Applications for Circuits; Contents; Preface; Abbreviations; Part One Introduction; 1 Printed Circuits; 1.1 Technology Presentation; 1.2 Inner-Layer Processing; 1.3 Materials Preparation; 1.4 Lamination; 1.5 Drilling; 1.6 Making the Hole Conductive; 1.7 Imaging; 1.8 Electroplating; 1.9 Copper Etching; 1.10 Solder Masking; 1.11 Surface Finishing; 1.12 Routing; 1.13 Testing and Inspection; 1.14 Assembling; 2 Problem Solving for Reliability and Quality; 2.1 Conventional Paradigms; 2.2 Complexity and Time Frames; 2.3 Quasilinearity, Circularity, and Closure2.4 Advance of Reliability ParadigmsPart Two Evolvable Designs of Experiments (EDOE); 3 Polystochastic Models; 3.1 What Is PSM?; 3.2 Basic Notions for Categorical Frame; 3.3 Illustrative Examples of PSM and Categorical Frames; 3.3.1 Lumped Stochastic Chains; 3.3.2 Conditional Stochastic Chains; 4 First-Order Wave Equation; 4.1 Algebraic Frames for Time''T''and Space''Z''; 4.2 The First-Order Wave Equation; 4.3 ''Kinetic''Model: Walsh-Hadamard Matrices; 4.4 ''Convection''Model: Latin Squares; 4.4.1 GF(3) Solution; 4.4.2 GF(4) Solution; 4.5 Spectral Analysis: Correlation5 Informational Analysis: EDOE Matrices5.1 Walsh-Hadamard Matrices and Latin Square Designs; 5.2 Classification Procedures: Informational Criteria; 5.3 Informational Entropy and Distances; 5.4 Adaptability in Classification; 5.5 Informational Results; 5.5.1 Proposition 1; 5.5.2 Proposition 2; 5.5.3 Proposition 3; 5.6 Relation with Thermodynamics; 5.7 Ranking, Discarding, and Replication of the Columns; 5.8 Lumping and Splitting Columns; 5.9 Juxtaposing and Cutting; 5.10 Tables of DOE Matrices; 6 EDOE Methodology; 6.1 Scientific and Engineering Methods; 6.2 Center Design and Hierarchy6.3 Recursivity and Focusing6.4 Problem-Solving Framework for PCB Quality; 6.5 Forward and Backward Search; 6.6 Interactions: Dissociation-Integration; 6.7 EDOE Basic Steps; 6.7.1 Problem Statement; 6.7.2 Propose the Preliminary Problem-Solving Framework; 6.7.3 Select the DOE Matrices; 6.7.4 Run Center Design; 6.7.5 Analyze Results; 6.7.6 Run Multiple Forward and Backward Steps; 6.7.7 Perform Dissociation-Integration Experiments; 6.7.8 Establish the New Center Design; 6.7.9 Repeat the Testing Procedure from the New Center Design; 6.7.10 Run Simulations: Analyze the Solutions of the Problem6.8 EDOE Frame and SKUP Schema6.9 Comparison of EDOE with other Methods; Part Three Case Studies; 7 Solder Wicking; 7.1 Illustrative Failure Analysis; 7.2 Illustrative EDOE Frame; 7.3 SKUP Schema for Solder Wicking; 8 Reliability Analysis; 8.1 EDOE for Reliability; 8.2 SKUP Schema for Reliability; 8.3 Reliability Management System: Main Elements; 8.4 Reliability Prediction Software; 8.5 Minicoupons; 8.6 Reliability Analysis; 8.7 IST Electrical Resistance Analysis; 9 Drilling; 9.1 Drilling Quality Framework; 9.2 Test Coupons; 9.3 Testing Small Plated Through Holes: SKUP Schema for Drilling9.4 Reliability TestsAdopting a groundbreaking approach, the highly regarded author shows how to design methods for planning increasingly complex experiments. He begins with a brief introduction to standard quality methods and the technology in standard electric circuits. The book then gives numerous examples of how to apply the proposed methodology in a series of real-life case studies. Although these case studies are taken from the printed circuit board industry, the methods are equally applicable to other fields of engineering.Chemical engineeringMathematical modelsExperimental designPrinted circuitsDesign and constructionChemical engineeringMathematical models.Experimental design.Printed circuitsDesign and construction.621.3192Iordache Octavian862553MiAaPQMiAaPQMiAaPQBOOK9911020188603321Evolvable designs of experiments4420811UNINA02088nam2 22004933i 450 VAN0026888820240806101526.523N978148997285920231215d1986 |0itac50 baengUS|||| |||||ˆVol. 1: ‰Kinematics - The Geometry of MotionMillard F. BeattyNew YorkSpringer1986xviii, 402 p.ill.24 cm001VAN002680262001 Mathematical Concepts and Methods in Science and Engineering210 New YorkPlenum ; [poi] Springer32001VAN002688872001 Principles of Engineering MechanicsMillard F. Beatty210 New YorkSpringer215 volumiill.24 cm170-XXMechanics of particles and systems [MSC 2020]VANC021390MF70B15Kinematics of mechanisms and robots [MSC 2020]VANC023371MFApplied MathematicsKW:KCivil EngineeringKW:KClassical mechanicsKW:KContinuum MechanicsKW:KDesignKW:KDynamicsKW:KEngineering mechanicsKW:KFluidsKW:KGeometryKW:KKinematicsKW:KMaterialsKW:KMathematicsKW:KMechanicsKW:KVibrationKW:KUSNew YorkVANL000011BeattyMillard F.VANV2207081193686Springer <editore>VANV108073650ITSOL20250926RICAhttps://doi.org/10.1007/978-1-4899-7285-9E-book – Accesso al full-text attraverso riconoscimento IP di Ateneo, proxy e/o ShibbolethBIBLIOTECA DEL DIPARTIMENTO DI MATEMATICA E FISICAIT-CE0120VAN08NVAN00268888BIBLIOTECA DEL DIPARTIMENTO DI MATEMATICA E FISICA08DLOAD e-book 7794 08eMF7794 20231218 Kinematics - The Geometry of Motion3654911UNICAMPANIA