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Transversely coupled resonator filters

1999 IEEE Ultrasonics Symposium. Proceedings. International Symposium (Cat. No.99CH37027), 1999
Transversely Coupled Resonator Filters (TCRFs) have become an important type of low-loss filters with narrow bandwidth. Their basic layout consists of two one-port resonators arranged acoustically in parallel. Therefore a mechanism that couples both original resonators with each other is necessary.
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Transversal Filters for Pulse Spectroscopy

IEEE Transactions on Nuclear Science, 1975
Transversal filtering consists of forming an output signal from the suitably weighted sum of successively delayed samples of a given input waveform. Although such filters exhibit many attractive features, economic considerations have previously limited their hardware implementation to rather few areas, primarily the fields of communications and radar ...
G. L. Miller, D. A. H. Robinson
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Spatial Filtering to Improve Transverse Tomography

IEEE Transactions on Biomedical Engineering, 1974
A new transverse tomographic apparatus is described that enables the tomogram to be related to the ideal image by a linear blurring operation. It is shown that digital and optical linear spatial filtering techniques may be employed to remove the blurring that is present in the tomographic image obtained with the new device. Experimental verification of
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Transversal narrowband switched-capacitor filters

Proceedings of 1997 IEEE International Symposium on Circuits and Systems. Circuits and Systems in the Information Age ISCAS '97, 2002
This paper considers the implementation of non-recursive switched-capacitor filters realized in transversal form for narrowband signal processing applications. Effects of random capacitance errors and finite gain and bandwidth of the operational amplifiers in the filter frequency response are investigated.
A. Petraglia, S.I. Khalili, S.K. Mitra
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Fast Transversal Filters

1986
This chapter takes a different approach to fast recursive least squares (RLS) filtering, and applies the projection techniques and vector space methods to the derivation of fixed-order, transversal least squares (LS) filters. The resulting algorithm will be denoted as the fast transversal filter (FTF).
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Optimization of Binary Transversal Filters

IEEE Transactions on Communications, 1983
This paper presents a method for optimization with respect to bandwidth efficiency for a binary transversal filter when the input pulse format is NRZ. The objective is to concentrate as much as possible of the energy in the emitted signal within certain frequency bands. The filter coefficients are given by a symmetric eigenvector for a Toeplitz matrix,
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Analog Binary Programmable Transversal Filter.

1979
Abstract : The objective of this program is to develop a programmable CCD (Charge-Coupled Device) circuit capable of correlating a variety of binary-coded waveforms. This analog-binary correlator will store a binary waveform as a reference, and will then compare newly arriving signals to the reference waveform.
J. R. Tower, D. A. Gandolfo
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Acoustic Adaptive Transversal Filter.

1976
Abstract : The availability of spectral information in real-time clearly permits many important new signal processing applications. Although understanding the basic operating principles of the Transform Adaptable Processing System is more complex than is the case for a conventional programmable filter, its physical implementation is considerably ...
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PAM pulse generation using binary transversal filters

IEEE Transactions on Circuits and Systems, 1974
Modern narrow-band pulse-amplitude modulation (PAM) and pulse-code modulation (PCM) systems require the generation of precisely shaped pulses in order to avoid intersymbol interference. It is not a simple matter to design analog fiters having pulse responses with the requisite carefully positioned zeros, and this has led researchers to study other ...
F. Hill, null Won Lee
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Fast, recursive-least-squares transversal filters for adaptive filtering

IEEE Transactions on Acoustics, Speech, and Signal Processing, 1984
Fast, fixed-order recursive least-squares (FORLS) algorithms for updating the parameters in linear regression models are presented. The algorithms are derived by using a geometrical approach (more exactly, certain formulas for updating projection operators). Both scalar and multichannel models are considered.
Cioffi, John M., Kailath, Thomas
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