cordiccart2pol
CORDICbased approximation of Cartesiantopolar conversion
Syntax
[theta,r] = cordiccart2pol(x,y)
[theta,r] = cordiccart2pol(x,y, niters)
[theta,r] = cordiccart2pol(x,y, niters,'ScaleOutput',b)
[theta,r] = cordiccart2pol(x,y,
'ScaleOutput',b)
Description
using a CORDIC algorithm approximation, returns the polar coordinates,
angle [theta,r]
= cordiccart2pol(x
,y
)theta
and radius r
,
of the Cartesian coordinates, x
and y
.
performs [theta,r]
= cordiccart2pol(x
,y
, niters
)niters
iterations
of the algorithm.
specifies both the number of iterations and, depending on the Boolean
value of [theta,r]
= cordiccart2pol(x
,y
, niters
,'ScaleOutput',b)b
, whether to scale the r
output
by the inverse CORDIC gain value.
scales the [theta,r]
= cordiccart2pol(x
,y
,
'ScaleOutput',b)r
output
by the inverse CORDIC gain value, depending on the Boolean value of b
.
Input Arguments




NameValue Arguments
Optional commaseparated pairs of Name,Value
arguments,
where Name
is the argument name and Value
is
the corresponding value. Name
must appear inside
single quotes (''
).

Default: 
Output Arguments




Examples
Convert fixedpoint Cartesian coordinates to polar coordinates.
[thPos,r]=cordiccart2pol(sfi([0.75:0.25:1.0],16,15),sfi(0.5,16,15)) thPos = 0.5881 0.7854 1.1072 1.5708 2.0344 2.3562 2.5535 2.6780 DataTypeMode: Fixedpoint: binary point scaling Signedness: Signed WordLength: 16 FractionLength: 13 r = 0.9014 0.7071 0.5591 0.5000 0.5591 0.7071 0.9014 1.1180 DataTypeMode: Fixedpoint: binary point scaling Signedness: Signed WordLength: 18 FractionLength: 15 [thNeg,r]=... cordiccart2pol(sfi([0.75:0.25:1.0],16,15),sfi(0.5,16,15)) thNeg = 0.5881 0.7854 1.1072 1.5708 2.0344 2.3562 2.5535 2.6780 DataTypeMode: Fixedpoint: binary point scaling Signedness: Signed WordLength: 16 FractionLength: 13 r = 0.9014 0.7071 0.5591 0.5000 0.5591 0.7071 0.9014 1.1180 DataTypeMode: Fixedpoint: binary point scaling Signedness: Signed WordLength: 18 FractionLength: 15
More About
More About
Algorithms
Extended Capabilities
Version History
Introduced in R2011b