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stem


Plot discrete sequence data.


Syntax


stem(Y)
stem(X, Y)
stem(..., 'filled')
stem(..., LineSpec)
stem(..., propertyName, propertyValue)
stem(ax, ...)
go = stem(...)

Input argument


X

Locations to plot data values in Y.

Y

Data sequence to display.

LineSpec

Line style, marker and/or color: character vector or scalar string.

propertyName

a scalar string or row vector character.

propertyValue

a value.

ax

Axes object.

Output argument


gr

group of graphics object.

Description


A two-dimensional stem plot is a way to visualize data by representing it as lines extending from a horizontal baseline along the x-axis.

At the end of each line, there is a circle (which is the default marker), and the vertical position of this circle corresponds to the value of the data it represents.

stem(Y) creates a stem plot by taking the data sequence Y and drawing stems that extend from regularly spaced and automatically determined points along the x-axis.

If Y is a matrix, the stem function plots all elements in a row against the same x-value.

stem(X, Y) creates a stem plot that shows how X relates to the columns of Y.

Both X and Y can be vectors or matrices of the same size.

X can be either a row or a column vector, and Y should be a matrix with the same number of rows as the length of X.

If you want to specify whether to fill the circle at the end of each stem, you can use stem(...,'fill').

Moreover, by using stem(..., LineSpec), you can define the line style, marker symbol, and color for the stems and the top marker.

Refer to LineSpec for more details on how to customize the appearance of the stem plot.

Examples


f = figure();
x = 1:10;
y = 2*x;
h = stem (x, y, 'MarkerFaceColor', [1 0 1]);
title('stem plot modified with property/value pair');

f =figure();
% Defining base line - X input vector ranging from 0 to 2*pi
X = 0 : pi/100 : 2*pi;
% Defining the Y input vector as function of X
Y = exp(-3*X/4) .* cos(2*X);
% Third, we use the 'stem' function to plot discrete values
stem(X,Y)

See also


plot.

History


Version Description
1.0.0 initial version

Author


Allan CORNET

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