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Logical Architecture Overview (Analysis Services - Multidimensional Data)

In SQL Server 2008 R2, Analysis Services can be operated in two different modes: the standard server installation mode, which supports traditional OLAP and data mining, and SharePoint integrated mode, which uses a special instance of Analysis Services hosted in a SharePoint server to support workbooks created by Microsoft PowerPivot for Excel 2010.

This topic explains the basic architecture of Analysis Services when operating in standard mode. For more information about Sharepoint integrated mode, see Analysis Services in SharePoint integrated mode (PowerPivot for SharePoint). For more information about the PowerPivot client, see PowerPivot for Excel.

Basic Architecture

An instance of Analysis Services can contain multiple databases, and a database can have OLAP objects and data mining objects at the same time. Applications connect to a specified instance of Analysis Services and a specified database. A server computer can host multiple instances of Analysis Services. Instances of Analysis Services are named as "<ServerName>\<InstanceName>". The following illustration shows all mentioned relationships between Analysis Services objects.

AMO running objects relationships

Basic classes are the minimum set of objects that are required to build a cube. This minimum set of objects is a dimension, a measure group, and a partition. An aggregation is optional.

Dimensions are built from attributes and hierarchies. Hierarchies are formed by an ordered set of attributes, where each attribute of the set corresponds to a level in the hierarchy.

Cubes are built from dimensions and measure groups. The dimensions in the dimensions collection of a cube belong to the dimensions collection of the database. Measure groups are collections of measures that have the same data source view and have the same subset of dimensions from the cube. A measure group has one or more partitions to manage the physical data. A measure group can have a default aggregation design. The default aggregation design can be used by all partitions in the measure group; also, each partition can have its own aggregation design.

  • Server Objects
    Each instance of Analysis Services is seen as a different server object in AMO; each different instance is connected to a Server object by a different connection. Each server object contains one or more data source, data source view, and database objects, as well as assemblies and security roles.

  • Dimension Objects
    Each database object contains multiple dimension objects. Each dimension object contains one or more attributes, which are organized into hierarchies.

  • Cube Objects
    Each database object contains one or more cube objects. A cube is defined by its measures and dimensions. The measures and dimensions in a cube are derived from the tables and views in the data source view on which the cube is based, or which is generated from the measure and dimension definitions.

Object Inheritance

The ASSL object model contains many repeated element groups. For example, the element group, “Dimensions contain Hierarchies,” defines the dimension hierarchy of an element. Both Cubes and MeasureGroups contain the element group, "Dimensions contain Hierarchies."

Unless explicitly overridden, an element inherits the details of these repeated element groups from the higher level. For example, the Translations for a CubeDimension are the same as the Translations for its ancestor element, Cube.

To explicitly override properties inherited from a higher-level object, an object does not need to repeat explicitly the entire structure and properties of the higher-level object. The only properties that an object needs to state explicitly are those properties that the object wants to override. For example, a CubeDimension may list only those Hierarchies that need to be disabled in the Cube, or for which the visibility needs to be changed, or for which some Level details have not been provided at the Dimension level.

Some properties specified on an object provide default values for the same property on a child or descendant object. For example, Cube.StorageMode provides the default value for Partition.StorageMode. For inherited default values, ASSL applies the same rules as used in Decision Support Objects (DSO) 8.0. The following list describes these rules for inherited default values:

  • When the property for the child object is null in the XML, the property's value defaults to the inherited value. However, if you query the value from the server, the server returns the null value of the XML element.

  • It is not possible to determine programmatically whether the property of a child object has been set directly on the child object or inherited.

Example

The Imports cube contains two measures, Packages and Last, and three related dimensions, Route, Source, and Time.

Cube Example 1

The smaller alphanumeric values around the cube are the members of the dimensions. Example members are ground (member of the Route dimension), Africa (member of the Source dimension), and 1st quarter (member of the Time dimension).

Measures

The values within the cube cells represent the two measures, Packages and Last. The Packages measure represents the number of imported packages, and the Sum function is used to aggregate the facts. The Last measure represents the date of receipt, and the Max function is used to aggregate the facts.

Dimensions

The Route dimension represents the means by which the imports reach their destination. Members of this dimension include ground, nonground, air, sea, road, or rail. The Source dimension represents the locations where the imports are produced, such as Africa or Asia. The Time dimension represents the quarters and halves of a single year.

Aggregates

Business users of a cube can determine the value of any measure for each member of every dimension, regardless of the level of the member within the dimension, because Analysis Services aggregates values at upper levels as needed. For example, the measure values in the preceding illustration can be aggregated according to a standard calendar hierarchy by using the Calendar Time hierachy in the Time dimension as illustrated in the following diagram.

Diagram of measures organized along time dimension

In addition to aggregating measures by using a single dimension, you can aggregate measures by using combinations of members from different dimensions. This allows business users to evaluate measures in multiple dimensions simultaneously. For example, if a business user wants to analyze quarterly imports that arrived by air from the Eastern Hemisphere and Western Hemisphere, the business user can issue a query on the cube to retrieve the following dataset.

Packages

Last

All Sources

Eastern Hemisphere

Western Hemisphere

All Sources

Eastern Hemisphere

Western Hemisphere

All Time

25110

6547

18563

Dec-29-99

Dec-22-99

Dec-29-99

1st half

11173

2977

8196

Jun-28-99

Jun-20-99

Jun-28-99

1st quarter

5108

1452

3656

Mar-30-99

Mar-19-99

Mar-30-99

2nd quarter

6065

1525

4540

Jun-28-99

Jun-20-99

Jun-28-99

2nd half

13937

3570

10367

Dec-29-99

Dec-22-99

Dec-29-99

3rd quarter

6119

1444

4675

Sep-30-99

Sep-18-99

Sep-30-99

4th quarter

7818

2126

5692

Dec-29-99

Dec-22-99

Dec-29-99

After a cube is defined, you can create new aggregations, or you can change existing aggregations to set options such as whether aggregations are precalculated during processing or calculated at query time. Related topic:Aggregations and Aggregation Designs.

Mapping Measures, Attributes, and Hierarchies

The measures, attributes, and hierarchies in the example cube are derived from the following columns in the cube's fact and dimension tables.

Measure or attribute (level)

Members

Source table

Source column

Sample column value

Packages measure

Not applicable

ImportsFactTable

Packages

12

Last measure

Not applicable

ImportsFactTable

Last

May-03-99

Route Category level in Route dimension

nonground,ground

RouteDimensionTable

Route_Category

Nonground

Route attribute in Route dimension

air,sea,road,rail

RouteDimensionTable

Route

Sea

Hemisphere attribute in Source dimension

Eastern Hemisphere,Western Hemisphere

SourceDimensionTable

Hemisphere

Eastern Hemisphere

Continent attribute in Source dimension

Africa,Asia,AustraliaEurope,N. America,S. America

SourceDimensionTable

Continent

Europe

Half attribute in Time dimension

1st half,2nd half

TimeDimensionTable

Half

2nd half

Quarter attribute in Time dimension

1st quarter,2nd quarter,3rd quarter,4th quarter

TimeDimensionTable

Quarter

3rd quarter

Data in a single cube cell is usually derived from multiple rows in the fact table. For example, the cube cell at the intersection of the air member, the Africa member, and the 1st quarter member contains a value that is derived by aggregating the following rows in the ImportsFactTable fact table.

Import_ReceiptKey

RouteKey

SourceKey

TimeKey

Packages

Last

3516987

1

6

1

15

Jan-10-99

3554790

1

6

1

40

Jan-19-99

3572673

1

6

1

34

Jan-27-99

3600974

1

6

1

45

Feb-02-99

3645541

1

6

1

20

Feb-09-99

3674906

1

6

1

36

Feb-17-99

In the preceding table, each row has the same values for the RouteKey, SourceKey, and TimeKey columns, indicating that these rows contribute to the same cube cell.

The example shown here represents a very simple cube, in that the cube has a single measure group, and all the dimension tables are joined to the fact table in a star schema. Another common schema is a snowflake schema, in which one or more dimension tables join to another dimension table, rather than joining directly to the fact table. Related topic:Dimensions (Analysis Services - Multidimensional Data).

The example shown here contains only a single fact table. When a cube has multiple fact tables, the measures from each fact table are organized into measure groups, and a measure group is related to a specific set of dimensions by defined dimension relationships. These relationships are defined by specifying the participating tables in the data source view and the granularity of the relationship. Related topic:Dimension Relationships.