PATTERNS OF DATA MODELING- P41 pdf

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PATTERNS OF DATA MODELING- P41 pdf

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14.2 Diagram Subject Area 187 14.2 Diagram Subject Area A generic diagram is a picture that conveys the meaning of the underlying model. Figure 14.3 and Figure 14.4 support discrete tabs for attaching lines. The gray shading is for entity types that involve metadata. An Icon is a picture that is symbolic of something. Examples of Icons include an oval in a data flow diagram and a compressor symbol in an equipment flow diagram. Each Icon has a name, as well as a scale and position that are applied to its corresponding IconType. For ex- ample, Figure 14.2 has two Icons for heat exchangers (IconTypes). One Icon is named “Evap- orator” and the other Icon is named “Condenser”. Each Icon belongs to a specific Diagram. Figure 14.1 Example: Data flow diagram for designing a database (no ports). reqmts prepare reqmts UML UML model prepare IDEF1X IDEF1X model generate SQL DDL SQL DDL SQL design database model model DDL Figure 14.2 Example: Equipment flow diagram for an air conditioner (with ports). E1:Expansion valve C1:Compressor CondenserEvaporator refrigerant outside air tube out tube in tube in tube out warm air cool air inout in out 188 Chapter 14 / Generic Diagrams Figure 14.3 Diagram subject area, with tabs: UML model. A generic diagram is a picture that suggests the meaning of the underlying model. Icon name {unique} Diagram name 1 * scale position IconType DiagramType * Tab name scale position 1 * Line 11source target TabType 1 * LineType 1 * 1 1 * * 1 1 * 0 10 1 Figure 14.4 Diagram subject area, with tabs: IDEF1X model. iconID Icon iconName (AK1.1) scale position iconTypeID IconType . . . diagramID Diagram diagramName diagramTypeID (FK) iconTypeID (FK) diagramID (FK) diagramTypeID DiagramType . . . tabID Tab tabName scale position iconID (FK) tabTypeID (FK) lineID Line lineTypeID (FK) diagramID (FK) sourceTabID (FK) (AK1.1) targetTabID (FK) (AK2.1) tabTypeID TabType . . . lineTypeID LineType . . . 14.3 Model Subject Area 189 A Tab is a discrete position on an Icon for attaching a Line. A Tab has a name, as well as a scale and position that are applied to its corresponding TabType. The relationships be- tween Tab and Line illustrate the Node–Edge directed graph (see Chapter 3). The relation- ships between Icon, IconType, Ta b, and TabType form a homomorphism (see Chapter 5). A Line is a means for coupling two Tabs. A Diagram is a set of Icons and Lines. Section 14.5 defines DiagramType, IconType, Tab Type, and LineType. Figure 14.5 and Figure 14.6 forego Tabs and permit lines to connect anywhere on an Icon. 14.3 Model Subject Area A semantic diagram has a model that expresses the meaning. Figure 14.7 and Figure 14.8 show the model with discrete ports. Figure 14.5 Diagram subject area, no tabs: UML model. Icon name {unique} Diagram name 1 * scale position IconType DiagramType * Line 11 ** source target LineType 1 * 1 1 * * 1 iconTypeID IconType . . . Figure 14.6 Diagram subject area, no tabs: IDEF1X model. iconID Icon iconName (AK1.1) scale position diagramID Diagram diagramName diagramTypeID (FK) iconTypeID (FK) diagramID (FK) lineID Line lineTypeID (FK) diagramID (FK) sourceIconID (FK) targetIconID (FK) lineTypeID LineType . . . diagramTypeID DiagramType . . . 190 Chapter 14 / Generic Diagrams Figure 14.7 Model subject area, with ports: UML model. A semantic diagram has an underlying model that expresses the meaning. Entity name EntityType name {unique} * 1 SimpleEntityExpandableEntity PortType name {unique} 1 * Port name * 1 1 * Model 1 * 1 * Connection 0 1 0 1 1 1 input output ExpansionMapping 1 * 1 * inner outer11 0 1 0 1 subModel name Figure 14.8 Model subject area, with ports: IDEF1X model. entityDiscrim entityID Entity entityName entityDiscrim entityTypeID (FK) ExpandableEntity expandableEntityID (FK) submodelID (FK) SimpleEntity simpleEntityID (FK) entityTypeID EntityType entityTypeName (AK1.1) portTypeID PortType portTypeName (AK1.1) entityTypeID (FK) modelID (FK) portID Port portName portTypeID (FK) entityID (FK) connectionID Connection modelID (FK) inputPortID (FK) (AK1.1) outputPortID (FK) (AK2.1) expansionMappingID ExpansionMapping expandableEntityID (FK) innerPortID (FK) (AK1.1) outerPortID (FK) (AK2.1) modelID Model modelName 14.3 Model Subject Area 191 An Entity is a thing with semantic meaning. Examples of Entities include a data flow in a data flow diagram and a piece of equipment in an equipment flow diagram. An Entity can be represented by an Icon in a generic diagram. An Entity name may or may not be unique within a model. A Port is a defined place for an Entity, available for a connection. Just as Icons have Ta bs , so too Entities have Ports. For example, an expansion valve has inlet and outlet ports. An Entity has many Ports and each Por t belongs to a specific Entity. An Entity may have multiple Ports with the same name. For example, a piping tee has two outputs that are interchangeable (and consequently have the same name). A minimum value function could have up to ten inputs and one output that is the minimum value. Ports are helpful for some kinds of models and unnecessary for others. If a diagram omits Ports , then connections go directly to Entities. An EntityType is a classification of Entities. For example, E101 (an Entity) is a heat ex- changer (an EntityType). The EntityType specifies the kinds of ports (PortType) that apply. It would be clumsy to define ports individually. It is better to define them for an Entity- Type. Thus, an EntityType can have PortTypes. A PortType is a classification of Ports. Each PortTy p e belongs to a specific EntityType. Then each Entity defines Ports corresponding to the PortTypes for its EntityType. Such a mechanism enforces uniformity. Note that the rela- tionships among Entity, EntityType, Port, and PortType form a homomorphism (see Chapter 5). A Model is a set of Entities and Connections and has a meaning that a diagram illus- trates. Each Entity and Connection belong to a single Model. Some of the Entities in a Model are ExpandableEntities and lead to submodels. Hence Models can be structured as a hierar- chy of arbitrary depth. There are two kinds of Entities: ExpandableEntities and SimpleEntities. An Expand- ableEntity provides a placeholder for a submodel. In an implementation, double clicking the corresponding icon leads to the expansion into a lower-level diagram. As Figure 14.1 illus- trates, some Entities can be expanded into submodels with a finer level of detail. A submodel is reusable and can be embedded in multiple places. A SimpleEntity encompasses all other Entities that do not lead to a submodel. A Connection is a binding between an input Port and an output Port. A Port may, or may not, have a Connection. The various Connections establish the direction of flow through Ports . Port and Connection illustrate the Node–Edge directed graph (see Chapter 3). The ExpansionMapping takes a Po rt on an interface (outer Port for an ExpandableEn- tity) and couples it to a Port (an inner Port) within the corresponding subModel. A Po rt may participate in one ExpansionMapping as an inner Port, one ExpansionMapping as an outer Port, or in no ExpansionMapping at all. The inner Port must belong to an Entity that is di- rectly contained within the subModel. Figure 14.9 and Figure 14.10 simplify the Model subject area and permit Connections anywhere on an Entity. . Area 191 An Entity is a thing with semantic meaning. Examples of Entities include a data flow in a data flow diagram and a piece of equipment in an equipment flow diagram. An Entity can be represented. Diagram. Figure 14.1 Example: Data flow diagram for designing a database (no ports). reqmts prepare reqmts UML UML model prepare IDEF1X IDEF1X model generate SQL DDL SQL DDL SQL design database model model DDL Figure. entity types that involve metadata. An Icon is a picture that is symbolic of something. Examples of Icons include an oval in a data flow diagram and a compressor symbol in an equipment flow diagram.

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  • 9781439819890

  • PATTERNS OF DATA MODELING

    • Contents

    • Preface

      • Who Should Read This Book?

      • What You Will Find

      • Comparison with Other Books

      • Acknowledgments

      • Chapter 1: Introduction

        • 1.1 What Is a Model?

        • 1.2 Modeling Notation

        • 1.3 What Is a Pattern?

        • 1.4 Why Are Patterns Important?

        • 1.5 Drawbacks of Patterns

        • 1.6 Pattern vs. Seed Model

        • 1.7 Aspects of Pattern Technology

        • 1.8 Chapter Summary

        • Bibliographic Notes

        • References

        • Part I: Mathematical Templates

          • Chapter 2: Tree Template

            • 2.1 Hardcoded Tree Template

            • 2.2 Simple Tree Template

            • 2.3 Structured Tree Template

            • 2.4 Overlapping Trees Template

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