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See the recommended documentation of this function
trans
low-pass to other filter transform
Calling Sequence
hzt=trans(hz,tr_type,frq) hzt=trans(pd,zd,gd,tr_type,frq) [pt,zt,gt]=trans(hz,tr_type,frq) [pt,zt,gt]=trans(pd,zd,gd,tr_type,frq)
Arguments
- hz
- a single input single output discrete transfer function, the low pass filter 
- pd
- Vector of given filter poles 
- zd
- Vector of given filter zeros 
- gd
- scalar: the given filter gain 
- tr_type
- string, the type of transformation, see description for possible values 
- frq
- 2-vector of discrete cut-off frequencies (i.e., - 0<frq<.5). see description for details.
- hzt
- transformed filter transfert function. 
- pt
- vector of transformed filter zeros. 
- zt
- vector of transformed filter poles. 
- gt
- a scalar: transformed filter gain. 
Description
function for transforming standardized low-pass filter given its poles-zeros_gain representation into one of the following filters:
- tr_type='lp'
- low pass filter, the cutoff frequency is given by the first entry of - frq, the second one is ignored.
- tr_type='hp'
- high pass filter, the cutoff frequency is given by the first entry of - frq, the second one is ignored.
- tr_type='bp'
- band pass filter, the frequency range is given by - frq(1)and- frq(2).
- tr_type='sb'
- stop band filter, the frequency range is given by - frq(1)and- frq(2).
Used functions
Examples
Hlp=iir(3,'lp','ellip',[0.1 0],[.08 .03]); Hbp=trans(Hlp,'bp',[0.01 0.1]); Hsb=trans(Hlp,'sb',[0.01 0.1]) clf();gainplot([Hlp;Hbp;Hsb],1d-3,0.48); l=legend(['original low pass';'band pass';'stop band']); l.legend_location="in_lower_left";

See Also
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