Map a digital signal using a square QASK constellation. The argument
m must be a positive integer power of 2. With two input arguments
the variable msg represents the message to be encoded. The values
of msg must be between 0 and m-1
. In all cases
qaskenco (M)
is equivalent to qaskenco (1:m, m)
Three types of outputs can be created depending on the number of output arguments. That is
In this case qaskenco
plots the constellation. Only the
points in msg are plotted, which in the case of a single input
argument is all constellation points.
The returned variable is a complex variable representing the in-phase and quadrature components of the mapped message msg. With, a single input argument this effectively gives the mapping from symbols to constellation points
This is the same as one output argument, expect that the in-phase and quadrature components are returned explicitly. That is
c = qaskenco (msg, m); [a, b] = qaskenco (msg, m); all (c == a + 1i*b) ⇒ 1
If sqrt (m)
is an integer, then qaskenco
uses a Gray
mapping. Otherwise, an attempt is made to create a nearly square mapping
with a minimum Hamming distance between adjacent constellation points.
See also: qaskdeco.
Package: communications