This article presents an integrated current mode configurable analog block(CAB)system for field-programmableanalogarray(FPAA).The proposed architecture is based on the complementary metal-oxide semiconductor(CMOS)tr...
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This article presents an integrated current mode configurable analog block(CAB)system for field-programmableanalogarray(FPAA).The proposed architecture is based on the complementary metal-oxide semiconductor(CMOS)transistor level design where MOSFET transistors operating in the saturation region are *** proposed CAB architecture is designed to implement six of thewidely used current mode operations in analog processing systems:addition,subtraction,integration,multiplication,division,and pass *** functionality of the proposed CAB is demonstrated through these six operations,where each operation is chosen based on the user’s selection in the CAB interface *** architecture of the CAB system proposes an optimized way of designing and integrating only three functional cells with the interface circuitry to achieve the six ***,optimized programming and digital tuning circuitry are implemented in the architecture to control and interface with the functional ***,these designed programming and tuning circuitries play an essential role in optimizing the performance of the proposed *** of the proposed CMOS Transistor Based CAB system is carried out using Tanner EDA Tools in 0.35μm standard CMOS *** design uses a±1.5 V power supply and results in maximum 3 dB bandwidth of 34.9 MHz and an approximate size of 0.0537 *** demonstrates the advantages of the design over the current state-of-the-art designs presented for comparison in this ***,the proposed design has a clear aspect of simplicity,low power consumption,and high bandwidth operation,which makes it a suitable candidate for mobile telecommunications applications.
In this paper, a circuit based on a field programmable analog array (FPAA) is proposed for three types of chaotic spiking oscillator (CSO). The input/output conversion characteristics of a specific element in the FPAA...
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In this paper, a circuit based on a field programmable analog array (FPAA) is proposed for three types of chaotic spiking oscillator (CSO). The input/output conversion characteristics of a specific element in the FPAA can be defined by the user. By selecting the proper characteristics, three types of CSO are realized without changing the structure of the circuit itself. Chaotic attractors are observed in a hardware experiment. It is confirmed that the dynamics of the CSOs are consistent with numerical simulations.
In this paper, a field programmable analog array (FPAA) is proposed. The proposed FPAA consists of seven configurable analog blocks (CABs) arranged in a hexagonal lattice such that the CABs are directly connected to e...
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In this paper, a field programmable analog array (FPAA) is proposed. The proposed FPAA consists of seven configurable analog blocks (CABs) arranged in a hexagonal lattice such that the CABs are directly connected to each other. This structure improves the overall frequency response of the chip by decreasing the parasitic capacitances in the signal path. The CABS of the FPAA is based on a novel fully differential digitally programmable current conveyor (DPCCII). The programmability of the DPCCII is achieved using digitally controlled three-bit MOS ladder current division network. No extra biasing circuit is required to generate specific analog control voltage signals. The DPCCII has constant standby power consumption, offset voltage, bandwidth and harmonic distortions over all its programming range. A sixth-order Butterworth tunable LPF suitable for WLAN/WiMAX receivers is realized on the proposed FPAA. The filter power consumption is 5.4mW from 1V supply; it’s cutoff frequency is tuned from 5.2 MHz to 16.9 MHz. All the circuits are realized using 90nm CMOS technology from TSMC. All simulations are carried out using Cadence.
The gain and phase responses of the delay element e-tau s are related through a non-linear relation, unlike the conventional e-tau s delay element where the gain is constant over the entire frequency range. This makes...
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The gain and phase responses of the delay element e-tau s are related through a non-linear relation, unlike the conventional e-tau s delay element where the gain is constant over the entire frequency range. This makes this fractional-order element attractive for describing the dynamics of systems with dead-time zone. In this work, the transfer function of this element is approximated through a rational integer-order function resulting from a curve-fitting based method. The performed comparison with the literature shows that the curve-fitting based approximation method achieves errors in gain and phase less than 0.3dB and 2o, respectively, while the available method in the literature achieves 3.7dB and 8o, respectively. The behavior of some filters involving this delay element is evaluated and it is demonstrated that the implementation of these filters can be performed by the same circuit core, simply by adjusting the coefficients of the approximation transfer function. The findings of this work are supported by MATLAB simulation results and, also, by experimental results obtained through the utilization of a field programmable analog array device.
Integer and non-integer-order exponential filters defined in both the time and frequency-domains are investigated in this work. These filters are then approximated utilizing a curve-fitting method leading to a rationa...
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Integer and non-integer-order exponential filters defined in both the time and frequency-domains are investigated in this work. These filters are then approximated utilizing a curve-fitting method leading to a rational integer-order approximating transfer function. The accuracy of the approximation of the exponential filters is confirmed through experimental results obtained using a field programmable analog array device. A real life application example is also provided, where one of the presented filters is employed for denoising an electrocardiogram signal.
We propose and study anew class of filters (named hereinafter the Mittag-Leffler filters) based on the MittagLeffler function E alpha,beta(z) in its single-parameter or double-parameter forms by transposing its argume...
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We propose and study anew class of filters (named hereinafter the Mittag-Leffler filters) based on the MittagLeffler function E alpha,beta(z) in its single-parameter or double-parameter forms by transposing its argument to the frequency-domain;i.e. z = -s = -jco. A unique feature of these filters is that their impulse response is a Gaussian-like (delta-like) deformed and delayed impulse function for which we derive exact expressions using the H-Fox function. We also study the frequency response of this class of filters and obtain lower-order, realizable integer-order approximations of its transfer functions. A second-order curve-fitting approximation is then used to perform experimental results using a field programmable analog array platform to verify the theory.
A novel approach for implementing first-order complex filters without the requirement of two separate signal paths, for the real and imaginary parts of the transfer function, is introduced in this work. This is achiev...
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A novel approach for implementing first-order complex filters without the requirement of two separate signal paths, for the real and imaginary parts of the transfer function, is introduced in this work. This is achieved by employing a curve-fitting based method to approximate both the gain and phase responses of the prototype complex filter. The resulting rational integer-order transfer function can be realized using conventional filter design techniques. The behavior of the proposed complex resonator configuration is evaluated through experimental results, derived using a field programmable analog array (FPAA) device. An application example is provided, in which the complex resonator is employed to extract vowels from the corresponding glottal pulse trains.
A systematic method for realizing filters with a Gaussian impulse response is introduced in this work. For this purpose, the Laplace transform is used to obtain the transfer function which corresponds to the Gaussian ...
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A systematic method for realizing filters with a Gaussian impulse response is introduced in this work. For this purpose, the Laplace transform is used to obtain the transfer function which corresponds to the Gaussian impulse response. Since this transfer function has an exponential term, a rational integer- order approximating transfer function is derived by employing a curve-fitting based method applied on both gain and phase responses of the original transfer function. This concept is also applied on the derivatives of the Gaussian impulse response, leading to wavelet filter transfer functions. The findings in this work are supported by both simulation and experimental results using the Cadence IC design suite as well as a field programmable analog array (FPAA) platform.
Novel structures with adjustable characteristics, capable of performing the process where the vowel waveform is derived from a pulse train produced by the vibrating vocal folds and vice versa, are introduced in this w...
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Novel structures with adjustable characteristics, capable of performing the process where the vowel waveform is derived from a pulse train produced by the vibrating vocal folds and vice versa, are introduced in this work. Various design techniques are exploited to implement the required resonator and anti -resonator stages. The offered design flexibility and versatility are achieved through the employment of suitable active elements which offer electronically controlled characteristics in the resonator and anti -resonator stages, such as the Operational Transconductance Amplifiers, or through the employment of stages where their frequency behavior is digitally programmed, such as the Configurable analog Modules included in a field programmable analog array device. The provided post -layout simulation and experimental results confirm the correct operation of the introduced structures in both the frequency and time domains.
A systematic method for approximating the complex-order Laplacian operator by realizable integer-order transfer functions is presented in this work. The realization is performed by a simple structure where only one ac...
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A systematic method for approximating the complex-order Laplacian operator by realizable integer-order transfer functions is presented in this work. The realization is performed by a simple structure where only one active element is used. Thanks to the employment of complex-order impedances, both integrators and differentiators can be readily implemented by the same core simply by interchanging the associated impedance locations. The validity of the presented concept is verified through simulation and experimental results, using the OrCAD PSpice suite and a field programmable analog array device.
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