FPGA Central

Hello!
following impulse response h[n] is given:
( -6.6144412e-002
-4.8598388e-002
3.4066246e-002
1.5726769e-001
2.6755977e-001
3.1169820e-001
2.6755977e-001
1.5726769e-001
3.4066246e-002
-4.8598388e-002
-6.6144412e-002)
Now I'd like to calculate the z transformation !numerical! of h[n] in
the complex z area.
region of interest: Real[-2,2]; Imag[-2,2]

Please, help me.

Thanks very much

Markus wrote:

> Hello!
> following impulse response h[n] is given:
> ( -6.6144412e-002
> -4.8598388e-002
> 3.4066246e-002
> 1.5726769e-001
> 2.6755977e-001
> 3.1169820e-001
> 2.6755977e-001
> 1.5726769e-001
> 3.4066246e-002
> -4.8598388e-002
> -6.6144412e-002)
> Now I'd like to calculate the z transformation !numerical! of h[n] in
> the complex z area.
> region of interest: Real[-2,2]; Imag[-2,2]
>
> Please, help me.

H(z) = sum_{n=0}^10 h[n] z^-n.


Regards,
Andor

Andor schrieb:
> Markus wrote:
>
>> Hello!
>> following impulse response h[n] is given:
>> ( -6.6144412e-002
>> -4.8598388e-002
>> 3.4066246e-002
>> 1.5726769e-001
>> 2.6755977e-001
>> 3.1169820e-001
>> 2.6755977e-001
>> 1.5726769e-001
>> 3.4066246e-002
>> -4.8598388e-002
>> -6.6144412e-002)
>> Now I'd like to calculate the z transformation !numerical! of h[n] in
>> the complex z area.
>> region of interest: Real[-2,2]; Imag[-2,2]
>>
>> Please, help me.
>
> H(z) = sum_{n=0}^10 h[n] z^-n.
>
>
> Regards,
> Andor
>
thank you for your fast reply!

regards,
markus