“…Four types of digital filter structures can Figure 3. The CGIC-PA structure shown in Figure 3a has already been reported in [3], [6]. …”
Section: Cgic Vgic Pa and Sa Modulesmentioning
confidence: 87%
“…One-dimensional (1D) as well as MD digital filters derived from analog reference configurations comprising CGICs and resistors have been reported [3], [4], [6], [8]- [10]. It is shown in this paper that digital filters can also be obtained by using VGIC-based analog reference configurations.…”
Section: Introductionmentioning
confidence: 85%
“…Further, it has also been shown [3], [9] that 1D GIC digital filters possess low sensitivity and low noise properties under finite arithmetic conditions. It is expected that the MD GIC digital filters proposed in this paper will also inherit all the salient features of 1D filters.…”
Section: Stability and Sensitivity Of Proposed Filtersmentioning
confidence: 99%
“…The proposed new filters constitute a useful addition to the family of already-known GIC digital filters. 1D CGIC digital filters have been shown to posses salient features such as low noise, low sensitivity, and absence of limit cycles [3], [4], [8]- [10].…”
New multidimensional digital structures that use the concept of a generalized immittance converter are presented in this paper. The proposed filter structures are regular and modular, and they realize multiple transfer functions simultaneously; hence, they are attractive for very large-scale integration implementation. It is shown that these filter structures can be obtained by using a few specific digital modules as building blocks. The arrangements of the modules and the values of the multiplier constants that are used in these modules can be obtained directly from the specified discrete transfer function by using a computer program.
“…Four types of digital filter structures can Figure 3. The CGIC-PA structure shown in Figure 3a has already been reported in [3], [6]. …”
Section: Cgic Vgic Pa and Sa Modulesmentioning
confidence: 87%
“…One-dimensional (1D) as well as MD digital filters derived from analog reference configurations comprising CGICs and resistors have been reported [3], [4], [6], [8]- [10]. It is shown in this paper that digital filters can also be obtained by using VGIC-based analog reference configurations.…”
Section: Introductionmentioning
confidence: 85%
“…Further, it has also been shown [3], [9] that 1D GIC digital filters possess low sensitivity and low noise properties under finite arithmetic conditions. It is expected that the MD GIC digital filters proposed in this paper will also inherit all the salient features of 1D filters.…”
Section: Stability and Sensitivity Of Proposed Filtersmentioning
confidence: 99%
“…The proposed new filters constitute a useful addition to the family of already-known GIC digital filters. 1D CGIC digital filters have been shown to posses salient features such as low noise, low sensitivity, and absence of limit cycles [3], [4], [8]- [10].…”
New multidimensional digital structures that use the concept of a generalized immittance converter are presented in this paper. The proposed filter structures are regular and modular, and they realize multiple transfer functions simultaneously; hence, they are attractive for very large-scale integration implementation. It is shown that these filter structures can be obtained by using a few specific digital modules as building blocks. The arrangements of the modules and the values of the multiplier constants that are used in these modules can be obtained directly from the specified discrete transfer function by using a computer program.
“…The 2D transfer function of equation (5) can be realized by a filter structure that makes use of GIC and adaptor modules as building blocks [7], [10]. A GIC module represents the digital realization of a 2-port analog GIC network [1], [3]. Two types of GIC modules are possible: current-conversion GIC (CGIC) and voltageconversion GIC (VGIC) depending upon whether the reference analog 2-port network is a CGIC or VGIC type.…”
A new realization procedure based on the concept of the generalized immittance converter (GIC) is proposed for two-dimensional (2D) pseudorotated digital filters that have circularly symmetric magnitude response characteristics. By applying a suitable transformation to a one-dimensional stable discrete transfer function, the 2D discrete transfer function of the corresponding pseudorotated filter is obtained. This transfer function is then realized by using a direct computer-based method. It is shown that four types of GIC pseudorotated filter structures can be obtained by interconnecting a few specific types of digital modules. The modularity and regularity nature of these filters make them attractive for very large-scale integration implementation.
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