How do I make a slider in Matlab?
sld = uislider creates a slider in a new figure window and returns the Slider object. MATLAB® calls the uifigure function to create the figure. sld = uislider( parent ) creates the slider in the specified parent container. The parent can be a Figure created using the uifigure function, or one of its child containers.
What is GUI slider?
A slider or track bar is a graphical control element with which a user may set a value by moving an indicator, usually horizontally. In some cases user may also click on a point on the slider to change the setting.
What is Matlab slider?
k = polyder( p ) returns the derivative of the polynomial represented by the coefficients in p , k ( x ) = d d x p ( x ) . example. k = polyder( a,b ) returns the derivative of the product of the polynomials a and b , k ( x ) = d d x [ a ( x ) b ( x ) ] .
How do you make an interactive plot in Matlab?
Direct link to this answer See http://www.mathworks.com/videos/creating-a-gui-with-guide-68979.html to get you started on creating your GUI.
What is slider in UI design?
A slider is a UI component representing a tuning or volume control dial from an analog radio. It lets the user slide a knob, handle or bar from left to right and vice versa along a straight track. UI sliders are great for allowing users to explore many different options or values quickly and simultaneously.
What does Matlab stand for?
MATrix LABoratory
The name MATLAB stands for MATrix LABoratory. MATLAB was written originally to provide easy access to matrix software developed by the LINPACK (linear system package) and EISPACK (Eigen system package) projects.
What does conv do in Matlab?
w = conv( u,v ) returns the convolution of vectors u and v . If u and v are vectors of polynomial coefficients, convolving them is equivalent to multiplying the two polynomials. w = conv( u,v , shape ) returns a subsection of the convolution, as specified by shape .
How do you use Ginput?
Description. [ x , y ] = ginput( n ) allows you to identify the coordinates of n points within Cartesian, polar, or geographic axes. To choose a point, move your cursor to the desired location and press either a mouse button or a key on the keyboard. Press the Return key to stop before all n points are selected.