--- title: "Polar Chart" slug: "polar-chart-1" updated: 2026-03-30T12:26:34Z published: 2026-03-30T12:26:34Z canonical: "docs.bazefield.com/polar-chart-1" stale: true --- > ## Documentation Index > Fetch the complete documentation index at: https://docs.bazefield.com/llms.txt > Use this file to discover all available pages before exploring further. # Polar Chart This article explains how to configure the **Polar Chart** widget in the Bazefield BI Manager. For a general overview, see the [Polar Chart Widget](/product/docs/polar-chart-widget) article. --- ## **General Tab** The General tab configures the data sources, axis mapping, and bin aggregation settings. ![General tab — App Linked Data Sources, Output Configuration with Theta/Radial point mapping, and Bin aggregate 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)General tab — App Linked Data Sources, Output Configuration with Theta/Radial point mapping, and Bin aggregate settings ### **App Linked Data Sources** Data sources are organized in tabs by type: - **Points** — Standard metric data sources with Name, Asset Types, Attributes, Points, Calculations, and Time columns. - **Availability Statistics** — Availability data sources for directional analysis. ### **Output Configuration** Map data to the polar coordinate axes: - **Theta point** — The metric mapped to the angular (theta) axis (e.g., Wind Direction, Irradiance). - **Radial point** — The metric mapped to the radial axis (e.g., Active Power). Each axis row shows the Type, Data source name, Unit setting, and Value Decimals. Click the edit icon (✏) to modify. ### **Bin Aggregate** - **Grouping** — Select the aggregation method for binning radial values within each angular sector. --- ## **Advanced Tab** The Advanced tab provides fine-grained control over the chart geometry and appearance. ![Advanced tab — Common settings, Pane/polar geometry, Radius axis configuration, and Series & 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tab — Common settings, Pane/polar geometry, Radius axis configuration, and Series & legend ### **Common** - **Chart title** — Title displayed on the chart itself. - **Height** — Widget height in pixels (e.g., 400). - **Chart Type** — Select *Vertical bar*, *Line*, or *Area*. ### **Pane / Polar Geometry** - **Start angle** — Starting angle in degrees (default: 0). - **End angle** — Ending angle in degrees (default: 360). Set a partial arc for semicircular charts. ### **Radius Axis** - **Min value / Max value** — Set explicit axis bounds or leave blank for "Dynamically calculated from data". - **Grid line interpolation** — Choose *Circle* (smooth) or *Polygon* (angular) grid lines. ### **Series & Legend** Configure series visibility and legend display options.