Easy-to-use polar coordinate plotter
ezpolar(fun)
ezpolar(fun,[a,b])
ezpolar(axes_handle,...)
h = ezpolar(...)
ezpolar(fun)
plots the
polar curve rho = fun(theta)
over the default domain
0 < theta
< 2π.
fun
can be a function handle, a character vector, or a string (see the
Tips
section).
ezpolar(fun,[a,b])
plots fun
for
a
< theta
< b
.
ezpolar(axes_handle,...)
plots
into the axes with handle axes_handle
instead of
the current axes (gca
).
h = ezpolar(...)
returns
the handle to a line object in h
.
Array multiplication, division, and exponentiation are always
implied in the expression you pass to ezpolar
.
For example, the MATLAB® syntax for a plot of the expression
t.^2.*cos(t)
which represents an implicitly defined function, is written as
ezpolar('t^2*cos(t)')
That is, t^2
is interpreted as t.^2
in the character
vector or string you pass to ezpolar
.
Function handle arguments must point to functions that use MATLAB syntax.
For example, the following statements define an anonymous function
and pass the function handle fh
to ezpolar
.
fh = @(t) t.^2.*cos(t); ezpolar(fh)
Note that when using function handles, you must use the array power, array multiplication, and
array division operators (.^, .*, ./
) since ezpolar
does not alter the syntax, as in the case with character vector or string inputs.
If your function has additional parameters, for example k1
and k2
in myfun
:
function s = myfun(t,k1,k2) s = sin(k1*t).*cos(k2*t);
then you can use an anonymous function to specify the parameters:
ezpolar(@(t)myfun(t,2,3))