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Nexxim Simulator >
Nexxim Component Models >
Nexxim Filters >
   Polynomial Band Reject Filter       

Polynomial Band Reject Filter

 

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Netlist Syntax

An instance of a polynomial band reject filter has the following Nexxim netlist syntax:

Axxx n1 n2 [FC=val] [BW=val] [GF=val] [R1=val] [X1=val] [R2=val] [X2=val] NUMER=[a0 a1 ...] DENOM=[b0 b1 ...] COMPONENT=polynomial_bandreject_filter

n1 and n2 are the nodes connected to the filter. The entry COMPONENT=polynomial_bandreject_filter is required.

 


Polynomial Band Reject Filter Instance Parameters

Parameter

Description

Units

Default

FC

Center frequency

Hz

0

BW

Bandwidth (3dB)

Hz

0

GF

Gain factor

None

1.0

R1

Resistive part of reference impedance at node 1

Ohm

50

X1

Reactive part of reference impedance at node 1

Ohm

0

R2

Resistive part of reference impedance at node 2

Ohm

50

X2

Reactive part of reference impedance at node 2

Ohm

0

a0 ... aN

Coefficients of the numerator polynomial

None

None

b0 ... bD

Coefficients of the denominator polynomial

None

None


Netlist Example

To specify the following transfer function (where coefficient a1=0):

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The netlist would specify:

A22 1 2 FC=80e6 BW=101e4 NUMER=[1 0 2] DENOM=[1 1 3]
+ COMPONENT=polynomial_bandreject_filter

Notes

1. The element is specified using a transfer function given as the ratio of two polynomials in the complex variable s. The bold brackets for the NUMER and DENOM entries are required.

The function of the device is expressed as:

GAIN ´ H(s)

The transfer function H(s) is specified by giving the coefficients:

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where F = the analysis frequency and j=sqrt(-1)

 

 

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2. The first coefficients in both numerator and denominator (a0 and b0) are constants, which must be specified even if they are zero. Thus, leading zeros are significant. In addition, intermediate zero-valued coefficients must be explicitly supplied in order to have the non-zero coefficients applied to the correct powers of s.

3. Trailing zeros are not significant, and are automatically removed.

4. Both numerator and denominator must contain at least one non-zero value..




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