I tried both of these, but I have since found the best way in my case at
least (using large complex arrays) is to use a MatLab formula node
Cheers,
Graham
"Oleg" wrote in message
news:50650000000500000068280100-1042324653000@exchange.ni.com...
> Hi,
> I'm not sure that I remember this but
>
> 1. If parameter a is real value then z=exp(i*2*pi*a) corresponds to
> z=(r=1; thetta=2*pi*a) in polar coordinates. So all you need is to use
> "Functions->Numeric->Complex->Polar to complex.vi" to build your
> diagram.
>
> 2. Another way is that z=exp(i*2*pi*a)=cos(2*pi*a)+i*sin(2*pi*a). So
> you can calculate this sin and cos and build the complex number with
> Functions->Numeric->Complex->Re/Im to complex.vi"
>
> Good luck.
>
> Oleg Chutko.