dfilt.dfasymfir

Discrete-time, direct-form antisymmetric FIR filter

Syntax

Hd = dfilt.dfasymfir(b)
Hd = dfilt.dfasymfir

Description

Hd = dfilt.dfasymfir(b) returns a discrete-time, direct-form, antisymmetric FIR filter, Hd, with numerator coefficients b.

Hd = dfilt.dfasymfir returns a default, discrete-time, direct-form, antisymmetric FIR filter, Hd, with b=1. This filter passes the input through to the output unchanged.

Note

Only the first half of vector b is used because the second half is assumed to be antisymmetric. In the figure below for an odd number of coefficients, b(3) = 0, b(4) = –b(2) and b(5) = –b(1), and in the next figure for an even number of coefficients, b(4) = –b(3), b(5) = –b(2), and b(6) = –b(1).

The resulting filter states column vector for the odd number of coefficients example above is

[z(1)z(2)z(3)z(4)z(5)z(6)]

Examples

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Create a Type-4 25th-order highpass direct-form antisymmetric FIR filter structure for a dfilt object.

Num_coeffs = firpm(25,[0 .4 .5 1],[0 0 1 1],'h');
Hd = dfilt.dfasymfir(Num_coeffs);

Display the impulse response of the filter.

impz(Hd)

Create a 44th-order lowpass direct-form antisymmetric FIR differentiator filter structure for a dfilt object.

Num_coeffs = firpm(44,[0 .3 .4 1],[0 .2 0 0],'differentiator');
Hd = dfilt.dfasymfir(Num_coeffs);

Display the impulse response of the filter.

impz(Hd)

Introduced before R2006a