Research Overview Christian Hicks http www staff ncl

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Research Overview Christian Hicks http: //www. staff. ncl. ac. uk/chris. hicks/presentations/presin. htm HICKS/1 ©

Research Overview Christian Hicks http: //www. staff. ncl. ac. uk/chris. hicks/presentations/presin. htm HICKS/1 © C. Hicks, University of Newcastle

Research Interests Main areas: • Simulation / modelling of manufacturing systems • Scheduling /

Research Interests Main areas: • Simulation / modelling of manufacturing systems • Scheduling / planning and control • Supply chain management • Manufacturing Layout Other areas include: • IT implementation • Company classification • Manufacturing strategy • Web-based teaching • Data / statistical analysis • Business Process Analysis • Benchmarking in the semiconductor industry HICKS/2 © C. Hicks, University of Newcastle

Capital Goods Companies: Generic Issues • Products are highly customised and are produced on

Capital Goods Companies: Generic Issues • Products are highly customised and are produced on a make, or engineer to order basis. • Production facilities include jobbing, batch, flow and assembly systems as well as construction. • Lead time reduction increasingly important. • International competition: effective and efficient use of resources is very important. • Complex and dynamic supply chains. • Product offering broadening to include service elements. • Involves civil, mechanical and electrical engineering. HICKS/3 © C. Hicks, University of Newcastle

Simulation of Manufacturing Systems HICKS/6 © C. Hicks, University of Newcastle

Simulation of Manufacturing Systems HICKS/6 © C. Hicks, University of Newcastle

HICKS/7 © C. Hicks, University of Newcastle

HICKS/7 © C. Hicks, University of Newcastle

Key Features • Large scale model allows whole manufacturing facilities to be represented. •

Key Features • Large scale model allows whole manufacturing facilities to be represented. • Models facilities, products, processes, layout and planning and control systems. • Many product families can be represented with shallow, medium or deep product structure. • Hierarchical description of products and resources. • Allows variety of planning and control methods to meet local requirements. • Integrated with scheduling and layout optimisation tools. • Comprehensive stochastic modelling. HICKS/8 © C. Hicks, University of Newcastle

Schedule Optimisation HICKS/9 © C. Hicks, University of Newcastle

Schedule Optimisation HICKS/9 © C. Hicks, University of Newcastle

Schedule optimisation using Genetic Algorithms HICKS/10 © C. Hicks, University of Newcastle

Schedule optimisation using Genetic Algorithms HICKS/10 © C. Hicks, University of Newcastle

Initial Schedule Component Product 1 st Operation Assembly HICKS/11 © C. Hicks, University of

Initial Schedule Component Product 1 st Operation Assembly HICKS/11 © C. Hicks, University of Newcastle

HICKS/12 © C. Hicks, University of Newcastle

HICKS/12 © C. Hicks, University of Newcastle

New schedule from GA HICKS/13 © C. Hicks, University of Newcastle

New schedule from GA HICKS/13 © C. Hicks, University of Newcastle

Stochastic Planning Methods • Developed methods that either meet a service target or minimise

Stochastic Planning Methods • Developed methods that either meet a service target or minimise the combination of earliness and tardiness costs. • Investigated approaches for infinite capacity, finite capacity and dynamic scheduling cases. • Planning methods investigated and validated through simulation modelling. HICKS/14 © C. Hicks, University of Newcastle

Manufacturing Layout • Clustering – Matrix-based methods – Similarity coefficient methods • Optimisation –

Manufacturing Layout • Clustering – Matrix-based methods – Similarity coefficient methods • Optimisation – Genetic Algorithm – Simulated Annealing HICKS/15 © C. Hicks, University of Newcastle

Dendogram based upon Similarity Coefficients

Dendogram based upon Similarity Coefficients

Genetic Algorithm Procedure HICKS/17 © C. Hicks, University of Newcastle

Genetic Algorithm Procedure HICKS/17 © C. Hicks, University of Newcastle

Placement Algorithm HICKS/18 © C. Hicks, University of Newcastle

Placement Algorithm HICKS/18 © C. Hicks, University of Newcastle

Initial Layout HICKS/19 © C. Hicks, University of Newcastle

Initial Layout HICKS/19 © C. Hicks, University of Newcastle

Resultant Brown-field layout HICKS/20 © C. Hicks, University of Newcastle

Resultant Brown-field layout HICKS/20 © C. Hicks, University of Newcastle

Total rectilinear distance travelled vs. generation (brown field) HICKS/21 © C. Hicks, University of

Total rectilinear distance travelled vs. generation (brown field) HICKS/21 © C. Hicks, University of Newcastle

Supply Chain Management HICKS/22 © C. Hicks, University of Newcastle

Supply Chain Management HICKS/22 © C. Hicks, University of Newcastle

Supply Chain Management • Modelled business processes using SSADM • Company structures range from

Supply Chain Management • Modelled business processes using SSADM • Company structures range from vertically integrated to project integrators that outsource all manufacturing. • Important factors include: available capital, risk, potential utilisation of plant, capabilities, flexibility. • Three stages of interaction with customers: marketing, tendering and contract execution • “Normal” / “radical” design • Functional vs. technical specifications • Procurement decisions made by: customers, designers, procurement departments HICKS/23 © C. Hicks, University of Newcastle

Summary of contributions • Planning, control and layout problems in capital goods companies. Outcome:

Summary of contributions • Planning, control and layout problems in capital goods companies. Outcome: first large-scale simulation model of manufacturing in capital goods companies • Scheduling complex products in deterministic and stochastic environments. Developed first optimisation techniques. • Layout analysis and optimisation. Developed integrated tool. • Supply chain management in capital goods companies. New models proposed and linked to strategic issues. HICKS/24 © C. Hicks, University of Newcastle

Classification HICKS/25 © C. Hicks, University of Newcastle

Classification HICKS/25 © C. Hicks, University of Newcastle

HICKS/26 © C. Hicks, University of Newcastle

HICKS/26 © C. Hicks, University of Newcastle

Simulation HICKS/27 © C. Hicks, University of Newcastle

Simulation HICKS/27 © C. Hicks, University of Newcastle

HICKS/28 © C. Hicks, University of Newcastle

HICKS/28 © C. Hicks, University of Newcastle

HICKS/29 © C. Hicks, University of Newcastle

HICKS/29 © C. Hicks, University of Newcastle

Representation of Resources HICKS/30 © C. Hicks, University of Newcastle

Representation of Resources HICKS/30 © C. Hicks, University of Newcastle

Representation of Products HICKS/31 © C. Hicks, University of Newcastle

Representation of Products HICKS/31 © C. Hicks, University of Newcastle

Stochastic Simulation • Several random number generators: Knuth, Wichman & Hill, Sun. Os. •

Stochastic Simulation • Several random number generators: Knuth, Wichman & Hill, Sun. Os. • Normal [polar form of Box-Muller (Marsaglia and Bray 1964); Beta (Press, et al. 1989, p 188), Gamma (Press, et al. 1989, p 228), Poisson (Press, et al. 1989, p 230) as well as Log normal, Multi-modal, Exponential, and empirical (based on historical data). • Full / fractional factorial designs • ANOVA / Regression analysis HICKS/32 © C. Hicks, University of Newcastle

Scheduling HICKS/33 © C. Hicks, University of Newcastle

Scheduling HICKS/33 © C. Hicks, University of Newcastle

Chromosome representation HICKS/34 © C. Hicks, University of Newcastle

Chromosome representation HICKS/34 © C. Hicks, University of Newcastle

Crossover Operations HICKS/35 © C. Hicks, University of Newcastle

Crossover Operations HICKS/35 © C. Hicks, University of Newcastle

Mutation Operations HICKS/36 © C. Hicks, University of Newcastle

Mutation Operations HICKS/36 © C. Hicks, University of Newcastle

Fitness function Minimise : Pe(Ec+Ep) + Pt(Tp) Where Ec = max (0, Dc -

Fitness function Minimise : Pe(Ec+Ep) + Pt(Tp) Where Ec = max (0, Dc - Fc) Ep = max (0, Dp - Fp) Tp = max (0, Fp - Dp) HICKS/37 © C. Hicks, University of Newcastle

An Example of Production Plan HICKS/38 © C. Hicks, University of Newcastle

An Example of Production Plan HICKS/38 © C. Hicks, University of Newcastle

Layout HICKS/39 © C. Hicks, University of Newcastle

Layout HICKS/39 © C. Hicks, University of Newcastle

Rank Order Clustering (King 1980) HICKS/40 © C. Hicks, University of Newcastle

Rank Order Clustering (King 1980) HICKS/40 © C. Hicks, University of Newcastle

Case Study • • • 52 Machine tools 3408 complex components 734 part types

Case Study • • • 52 Machine tools 3408 complex components 734 part types Complex product structures Total distance travelled – Direct distance 232 Km – Rectilinear distance 642 Km HICKS/41 © C. Hicks, University of Newcastle

Total rectilinear distance travelled vs. generation (green field) HICKS/42 © C. Hicks, University of

Total rectilinear distance travelled vs. generation (green field) HICKS/42 © C. Hicks, University of Newcastle

Resultant green field layout Note that brown field constraints, such as walls have been

Resultant green field layout Note that brown field constraints, such as walls have been ignored. HICKS/43 © C. Hicks, University of Newcastle

Supply Chain Management HICKS/44 © C. Hicks, University of Newcastle

Supply Chain Management HICKS/44 © C. Hicks, University of Newcastle

Collaborating Companies • • NEI Parsons AMEC Offshore NEI International Combustion Clarke Chapman Wellman

Collaborating Companies • • NEI Parsons AMEC Offshore NEI International Combustion Clarke Chapman Wellman Booth Control Systems Reyrolle (VA Tech) HICKS/45 © C. Hicks, University of Newcastle

Supply Chain Management • Identified the characteristics of the companies in terms of products,

Supply Chain Management • Identified the characteristics of the companies in terms of products, processes, markets, level of outsourcing etc. • Investigated buyer/supplier relationships in terms of supplier base, strategic alliances, partnership and single sourcing agreements etc. • 3 stages: marketing, tendering, contract execution • Physical / non-physical processes, • Differing levels of vertical integration • Procurement often reactive rather than strategic HICKS/46 © C. Hicks, University of Newcastle

SCM (continued) • Majority of controllable cost committed at the design stage. • Normal

SCM (continued) • Majority of controllable cost committed at the design stage. • Normal / Radical design • Established / ad-hoc business processes • Product offering broadening – shift from just hardware to retrofit, service and operations. • There are high levels of uncertainty and sparse knowledge, particularly at the tendering stage. • Tendering is often subject to severe time pressure and resource constraints. HICKS/47 © C. Hicks, University of Newcastle

HICKS/48 © C. Hicks, University of Newcastle

HICKS/48 © C. Hicks, University of Newcastle

Company X - Context Diagram a Customer ITT Contract Awarded Progress Report Tender Company

Company X - Context Diagram a Customer ITT Contract Awarded Progress Report Tender Company X ITT Quote b Supplier © C. Hicks, University of Newcastle Order b Supplier HICKS/49

HICKS/50 © C. Hicks, University of Newcastle

HICKS/50 © C. Hicks, University of Newcastle

IT Implementation in Small Companies • Selection and implementation of Accounting, planning and control

IT Implementation in Small Companies • Selection and implementation of Accounting, planning and control systems and EDI in surgical shoe manufacturing company. • Selection and implementation of a cost estimating system in a precision machining company. • Selection and implementation of accounting and order processing systems in an electrical cable manufacturing company. HICKS/51 © C. Hicks, University of Newcastle

Benchmarking in the semiconductor industry • Benchmarking survey of four Siemens plants: White. Oak

Benchmarking in the semiconductor industry • Benchmarking survey of four Siemens plants: White. Oak (USA), Pro. Mos (Taiwan), Siemec (Germany) and NTS (England). • The design, construction, and operation of the plants are different leading to different consequences in terms of capital and operating costs, quality, etc. • The research aims to establish the relationship between capital cost, construction lead-time and operating costs and performance. HICKS/52 © C. Hicks, University of Newcastle

Postgraduate Students • Dong Ping Song “Stochastic Models in Planning Complex Engineer-to-Order Products” •

Postgraduate Students • Dong Ping Song “Stochastic Models in Planning Complex Engineer-to-Order Products” • Pupong Pongcharoen “Genetic Algorithms for Scheduling in the Capital Goods Industry” • Tony Wells “Benchmarking in the Semiconductor Industry” • Fouzi Hossen “Risk Management in Capital Goods Companies” • Thanawat Muangman “Supply Chain Management in the Capital Goods Industry” HICKS/53 © C. Hicks, University of Newcastle

Research Grants • “An investigation into the design change management process and the relationship

Research Grants • “An investigation into the design change management process and the relationship to resultant cost of change for capital equipment at BNFL”, £ 160, 000, 2003, (CH/PMB/WO) • “Harris & Sheldon TCS”, 2000 -2, £ 81, 408, discontinued, (RID/CH/PMB) • “Haani Cables TCS”, 98 -2000, £ 141, 760, (CH/TMc. G/MG/PMB) • “SCM at Wellman Booth”, 1997, £ 2, 000, (CH/TMc. G) • “Mectonics Instruments TCS”, 95 -7, £ 65, 000 (CH, CFE, WH) • “Innovation in Design”, 1996 -9, £ 10, 000 (JNF/CH) • JC Peacocks & Sons TCS, 91 -5 £ 122, 552 (GRJ/CH) Total income: £ 490, 000 Principle investigator: £ 368, 000 HICKS/54 © C. Hicks, University of Newcastle