Claims Analysis
Total Claims: 9
Claim 1
Independent Claim
112 words
A filter structure, operable between a lower and a higher sampling rate comprising: a switched branched network, having at least two branches including one or more all-pass-network filters, said switched branched network connected in series with a notch filter having a transmission zero at a frequency displaced from a frequency of one half of the lower sampling rate, said notch filter being comprised of a plurality of all-pass-network filters; each all-pass-network filter including a delay element and at least one coefficient multiplier and having as a characteristic a transform function X(Z) of the form: X(Z)=(Z.sup.-1 -K) / (1-KZ.sup.-1) where Z 1 is the unit delay operator and K is the multiplier coefficient.
Claim 2
Dependent Claim
112 words
A filter structure, operable between a lower and a higher sampling rate comprising: a switched branched network, having at least two branches including one or more all-pass-network filters, said switched branched network connected in series with a notch filter having a transmission zero at a frequency displaced from a frequency of one half of the lower sampling rate, said notch filter being comprised of a plurality of all-pass-network filters; each all-pass-network filter including a delay element and at least one coefficient multiplier and having as a characteristic a transform function X(Z) of the form: X(Z)=(Z.sup.-1 -K) / (1-KZ.sup.-1) where Z 1 is the unit delay operator and K is the multiplier coefficient.
Claim 3
Dependent Claim
103 words
A filter structure, as claimed in claim 1, wherein the notch filter comprises: a pair of all-pass-network filters connected in-line between an input node and an output node, an input to the first one of the pair of filters being connected to the output node, and a tapped output of the second one of these filters being connected to the input node, and wherein each all-pass-network filter is defined by a throughout transform function X(Z): X(Z)=(Z.sup.-1 K) / (1-KZ.sup.-1), and wherein the second of these filters has an intermediate transform function Y(Z): Y(Z) =α Z.sup.-1 / (1-KZ.sup.-1) where α is a structure constant.
Claim 4
Dependent Claim
68 words
A filter structure, as claimed in claim 2, wherein each all-pass-network filter comprises a delay element and a coefficient multiplier, each in a respective branch of the switched branched network and disposed between a common input terminal and an output node; branch nodes being located between the input terminal and the delay element and multiplier, these being cross-coupled to the outputs of the multiplier and delay element, respectively.
Claim 5
Dependent Claim
64 words
A filter structure, as claimed in claim 2, wherein each all-pass-network filter comprises a delay element in-line between an input node and an output node, there being a feedback connection between the output of the delay element and the input node, and, a feed forward connection between the input to the delay element and the output node, each connection including a like coefficient multiplier.
Claim 6
Dependent Claim
99 words
A notch filter, for use in a filter structure, said notch filter comprising: a pair of all-pass-network filters having a plurality of branches connected in-line between an input node and an output node, an input to the first one of the pair of filters being connected to the output node, and a tapped output of the second one of these filters being connected to the input node, and wherein transform function X(Z): X(Z)=(Z.sup.-1 K) / (1-KZ.sup.-1), and wherein the second of these filters has an intermediate transform function Y(Z): Y(Z)=α Z.sup.-1 / (1-KZ.sup.-1) where α is a structure constant.
Claim 7
Dependent Claim
99 words
A notch filter, for use in a filter structure, said notch filter comprising: a pair of all-pass-network filters having a plurality of branches connected in-line between an input node and an output node, an input to the first one of the pair of filters being connected to the output node, and a tapped output of the second one of these filters being connected to the input node, and wherein transform function X(Z): X(Z)=(Z.sup.-1 K) / (1-KZ.sup.-1), and wherein the second of these filters has an intermediate transform function Y(Z): Y(Z)=α Z.sup.-1 / (1-KZ.sup.-1) where α is a structure constant.
Claim 8
Dependent Claim
67 words
A notch filter, as claimed in claim 5, wherein each all-pass-network filter comprises a delay element and a coefficient multiplier, each in a respective branch of the network filter and, disposed between a common input terminal and an output node; branch nodes being located between the input terminal and the delay element and multiplier, these being cross-coupled to the outputs of the multiplier and delay element, respectively.
Claim 9
Dependent Claim
64 words
A notch filter, as claimed in claim 5, wherein each all-pass-network filter comprises a delay element in-line between an input node and an output node, there being a feedback connection between the output of the delay element and the input node, and, a feed forward connection between the input to the delay element and the output node, each connection including a like coefficient multiplier.