Table Of Contents

Graph IDE ► Graphs

A graph is normally defined as combination of Data Graphics with a graphic that displays attributes of the coordinate system that the data is embedded in. The figure below shows examples of graphs without any data on them. Realize that most people think of a graph as both the graphic that represents the coordinate system and also the data graphics on the graph (such as a line graph). In Graph IDE, the graph definition excludes the data graphics.

You make a graph just like any other graphic, as explained in Standard Editing (by dragging it out or dragging it from Palettes or the Factory Inspector) or by using Chart Tasks. A subsequent section (Getting Data On A Graph) explains how to get data onto the graph.

The following is a brief list and definitions of graph related sections:

SectionGraphs
AutoscalerThe autoscaler adjust graph limits in predefined ways, normally associated with the base of the axis limits.
Date AxisA single dimension of a coordinate of a graph is represented by an axis. The date axis represents a date dimension of a coordinate system. Note that date might imply a specific unit, but that is actually not the case. See the section on Date Axis for additional information.
Getting Data On A GraphExplains how to get a Data Graphic on the graph.
Graphic AttributesAlmost all graphs have some common graphic-related attributes. This section describes them.
Label MappingAxis values are shown by their labels. Labels can be mapped into different representations in order to make the relationship between data and graph more understandable. It is the label mapping which defines this attribute.
Linear AxisA single dimension of a coordinate of a graph is represented by an axis. The linear axis represents a linear dimension of a coordinate system.
Log AxisA single dimension of a coordinate of a graph is represented by an axis. The log axis represents a log dimension of a coordinate system.
Multiple Coordinate GraphA graph which defines several colocated coordinates. For each point on the graph the coordinate representing that point is defined by a related parameter, the focused coordinate index.
Non-Linear GraphsDescribes aspects of working with non-linear graphs.
Polar AxesThe polar axes represents a theta and r-oriented axis.
Single Coordinate GraphA graph which defines only one coordinate. The coordinate can be of any type, linear, log, polar, nonuniform; however, there needs to be only one coordinate per point on the graph.

The following is a list of combinations of axis that can be made via the Graphic Selector in order to form 2 dimensional graphs.

SectionAxis Combinations That Form Standard Graphs
X-Y GraphThis is the usual graph everyone knows about. It has an x-axis at the bottom and a y-axis on the left and both are linear axes.
X-Date, Y-Linear GraphThis graph has the usual y-axis on the left, but the x-axis is a date axis, which can have non-uniform tick placement if the date unit increments non-uniformly, such as for months (For example, February has 28 days and January has 31 days).
N-Y GraphThis is the graph you would use if your data had a common x-axis unit, such as distance in meters, but the y-axis units are different, for example one data curve of pressure and the other of temperature.
X-Date, N Y-Linear GraphUse this type of graph if the data has x-values in units of seconds since 1970 and there are two or more data sets of different y-units.
X-Linear, Y-LogThe standard semi-log graph.
X-Log, Y-LinearA semi-log graph where the log coordinate is the x-direction not the y-direction.
X-Log, Y-LogAlso known as the log-log plot.
X-Date, Y-LogA date-graph where the amplitude (y-direction) is expressed in log units.
PolarAlso called a radar graph. This graph shows the x-axis in terms of angle about a point and the y-axis radially. The angle dimension is the independent variable dimension.
Log-RAlso called a log-polar graph. This graph shows the x-axis in terms of angle about a point and the y-axis radially as a log axis. The angle dimension is the independent variable dimension.

The Vvidget system generalizes combinations of axis to form graphs, so the combinations of axis to form graph can become very large. Graph IDE constrains the combinations to the usual types (and in some instance perhaps some very unusual ones).



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