The memory circuit is an important part of the composition of digital systems. Due to the composition of the memory structure, the memory can not only realize the function of storage but also can realize the combinati...
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This paper describes the generation of the main types of power quality disturbances based on an arbitrary waveform generator. A remote control application on PC for a multi-channel function generator through an USB co...
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function generator circuits output different waveforms - sinusoidal, triangular and rectangular. These circuits can generate just one or multiple waveforms. Here we will examine a popular function generator’s (Figure...
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function generator circuits output different waveforms - sinusoidal, triangular and rectangular. These circuits can generate just one or multiple waveforms. Here we will examine a popular function generator’s (Figure 1) behaviour and performance with one of its outputs connected to a low-resistance load. The results are important for circuit designers when choosing applications for this circuit.
A function which is analytic and bounded in the unit disk D is called a generator for the Hardy space H2(D) or the Bergman space A2(D) if polynomials in are dense in the corresponding space. We characterize generators...
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The authors have proposed a robust linearisation method for determining the angles of sinusoidal signals generated by gratings. This scheme solves the problem of non-linear subdivision by compensating sinusoidal signa...
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The authors have proposed a robust linearisation method for determining the angles of sinusoidal signals generated by gratings. This scheme solves the problem of non-linear subdivision by compensating sinusoidal signal. The conventional coordinate rotation digital computer (CORDIC) algorithm is optimised by double-rotation iteration, and the calculation accuracy of arcsine and arccosine functions is improved. A pipeline preprocessing circuit based on the CORDIC is designed for the signal compensation and digital subdivision. The two processes are implemented on a field-programmable gate array chip, which exhibits a wide input range and good dynamic response. A theoretical analysis using stable signals from a function generator verifies that the subdivision system achieves the ideal subdivision effect. The subdivision system is further applied to an angle-measuring device for a 16,384-line circular grating. The results of subdivision exhibit good linearity for the grating moire signal. Compared to the angular measurement by a laser interferometer within the three grating lines, the angle-measurement accuracy of +/- 0.000138 degrees (0.5 '') and the relative error is +/- 0.63% over a travel angle of three grating lines. Notably, the measurement error of the subdivision system is only half of that in a similar commercial product (MicroE system).
This paper presents a novel technique based on the current steering technique for the generation of a reconfigurable current that approximates the linear, squaring, cubic, and exponential and their descending analog f...
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This paper presents a novel technique based on the current steering technique for the generation of a reconfigurable current that approximates the linear, squaring, cubic, and exponential and their descending analog functions. The proposed implementation can he easily programmed to generate these functions by simply reconfiguring the weighting factors of current sources and offers an extendable input voltage range keeping excellent accuracy. The circuit topology has been fabricated using 0.18 mu m TSMC CMOS process under 1.8 V supply voltage. Measurements results validate the theoretical analysis giving for 400 mV input voltage range while keeping small relative approximation errors, 0.3%, 1%, 1.9%, and 0.7% for linear, squaring, cubic, and exponential, respectively.
This study presents a chirp scaling (CS) phase function generation scheme based on CORDIC algorithm, it adopts single precision floating-point CORDIC processor to implement a variety of non-linear operations which are...
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This study presents a chirp scaling (CS) phase function generation scheme based on CORDIC algorithm, it adopts single precision floating-point CORDIC processor to implement a variety of non-linear operations which are involved in CS synthetic aperture radar (SAR) imaging algorithm. We extend the range of convergence of CORDIC algorithm and reduce the data width in rotation unit module by adopting a hardware resource reduction scheme. We also adopt a unified CORDIC processor to achieve square root, multiplication, and division operation, which can substitute multiple single-function processors and simplify the complicate arithmetic in CS algorithm. As a proof of concept, we verify the performance of the proposed design scheme on Xilinx XC7VX690T FPGA platform, it is also applied to 16384 x 16384 points target SAR imaging system, the FPGA resource occupancy of the CS phase function generation module demonstrates that the usage of CORDIC processor can effectively save the consumption of hardware resources, and the maximum operating frequency is acceptable. The accuracy of phase functions can satisfy the engineering requirements.
NASA Technical Reports Server (Ntrs) 20010000415: Piecewise Linear Membership function Generator-Divider Approach by NASA Technical Reports Server (Ntrs); published by
NASA Technical Reports Server (Ntrs) 20010000415: Piecewise Linear Membership function Generator-Divider Approach by NASA Technical Reports Server (Ntrs); published by
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