and gen_function (version 1.0.5)

*glplotter* draws graphs. It can generate graphs
of various functions (you can specify any mathematical expression as function
expression, e.g. "`sin(x) + x^2`

").

*glplotter* can also load a graph from a file. This is useful
if your graph data doesn't come from any mathematical expression —
e.g. maybe it's some collected statistical data.
Maybe your data is not even a function at all —
actually any shape consisting of line segments may be displayed by glplotter.

That's pretty much everything you need to know... you can download and run glplotter now, the interface should be self-explanatory.

Download glplotter:

Windows (all versions, 32 or 64-bit) |
Linux (32 bit) |
Linux (64 bit, x86_64) |
Mac OS X (all versions, 32 or 64-bit) |

No installation is required. Just download and unpack these archives wherever
you want, and run the program inside. The documentation
(this web page) is also included inside
(look in the `documentation/`

subdirectory) for offline viewing.

This is free/open-source software. Developers can download sources of this program.

You can pass at command-line file names from which to load graphs.
Dash (`-`

) as filename means "standard input".

E.g. you could pipe the output of `gen_function`

program
to glplotter, like

gen_function "sin(x)" -10 10 0.1 | glplotter -which will display the graph of sinus for X in [-10; 10]. Commands like

gen_function "sin(x)" -10 10 0.1 > plot.1 gen_function "x^2" -10 10 0.1 > plot.2 glplotter plot.1 plot.2will display graphs of sinus and x

Options `--light`

and `--dark`

allow you to choose
appropriate color scheme.

Option `--custom-size SIZE`

(or `-c SIZE`

) specifies size for

- grid shown when
`--grid-custom`

was used (or Ctrl + G pressed) - numbers scale shown when
`--num-scale-custom`

was used (or Ctrl + S pressed) - numbers shown when
`--numbers-custom`

was used (or Ctrl + N pressed)

See also standard parameters of OpenGL programs and standard parameters of all programs.

Graph for glplotter is actually just a set of line segments. They don't have to correspond to any function — they can show any shape, they can cross each other etc.

File format:

- Lines starting with
`#`

(hash) are comments. - Lines with two float numbers (separated by any whitespae)
represent another point of the graph. You can use decimal or scientific
float format (like
`3.14`

or`10e-3`

). A line segment will be drawn from this point to the next one (unless a`break`

will occur). - Line with only
`break`

word means a break in a line segment sequence. - Line like
`name=<graph_name>`

specifies graph name (will be used in glplotter legend).

glplotter requires:

- OpenGL
- Libpng, Zlib (under Windows appropriate DLL files are already included in program's archive, so you don't have to do anything)
- Under Unix (Linux, FreeBSD, Mac OS X): GTK+ >= 2.6 and GtkGLExt >= 1.0.6
- Mac OS X users should look at the list of dependencies on Mac OS X

`gen_function`

generates graph file from given function expression.
It's seldom needed — glplotter can make a graph from function expression
on it's own, see menu *"Functions"*.

Download gen_function:

Windows (all versions, 32 or 64-bit) |
Linux (32 bit) |
Linux (64 bit, x86_64) |
Mac OS X (all versions, 32 or 64-bit) |

Call like:

gen_function <function> <x1> <x2> <xstep>

This will write on standard output the graph of function
`<function>`

for x in range `[<x1> ; <x2>]`

(with x sampled at each `<xstep>`

distance).
The graph will be in format understood by glplotter.

For example

gen_function "x^2" 0 5 1will write

# File generated by gen_function on 14-3-2004 at 23:34:37 # function = x^2 # x1 = 0 # x2 = 5 # xstep = 1 name=x^2 0.0000000000000000E+0000 0.0000000000000000E+0000 1.0000000000000000E+0000 1.0000000000000000E+0000 2.0000000000000000E+0000 4.0000000000000000E+0000 3.0000000000000000E+0000 9.0000000000000000E+0000 4.0000000000000000E+0000 1.6000000000000000E+0001 5.0000000000000000E+0000 2.5000000000000000E+0001

No installation is required. Just download and unpack these archives wherever
you want, and run the program inside. The documentation
(this web page) is also included inside
(look in the `documentation/`

subdirectory) for offline viewing.

This is free/open-source software. Developers can download sources of this program.

Short overview of mathematical expressions syntax: this is really
just normal syntax of mathematical expressions, as used in all software
and resembling normal mathematical notation.
When we deal with function expressions, then `x`

represents the argument,
e.g. `(x+4)*3+2`

, `sin(x)`

etc.

For detailed information about syntax and built-in functions, see CastleScript language reference. We use a subset of CastleScript syntax, allowing only a simple expression as a function expression, operating on argument "X".