Nowadays, a variety of measurement applications require the acquisition and processing of signals coming from many disseminated sensors. To reduce the cost of the overall measurement process, the above-mentioned tasks are typically performed by devices like microcontrollers, low cost data acquisition systems (DASs), field gate programmable arrays (FPGAs), and so on. This is particularly true when smart-sensors or wireless sensor networks are considered. These devices are characterized by some limitations mainly concerning with the reduced internal memory and the use of multiplexing circuits to share the same analog to digital converter (ADC) over different physical channels. The former limitation affects the maximum observation time the dev...
New possibilit ies exist for the development of novel hardware/software platforms havin g fast data ...
The recently developed compressive sensing (CS) framework en-ables the design of sub-Nyquist analog-...
The Shannon-Nyquist theorem enables signal acquisition with sampling frequency greater than or equal...
Nowadays, a variety of measurement applications require the acquisition and processing of signals co...
Nowadays the most of the technical applications require the acquisition and the processing of signal...
The paper deals with the problem of improving the maximum sample rate of analog-to-digital converter...
Data acquisition from multiple analog channels is an important function in many embedded devices use...
In this paper we present a possible extension of the theory of sampling signals with finite rate of ...
It is possible to sample signals at sub-Nyquist rate and still be able to reconstruct them with reas...
Compressive sensing (CS) is a signal acquisition strategy that, based on the assumption of sparsity,...
This paper shows the implementation in hardware of signal processing techniques known as compressive...
This paper examines the implementation considerations of Compressive Sampling (CS) in Field Programm...
Compressive Sampling (CS) is a powerful sampling technique that allows accurately reconstructing a c...
Recently there has been a surge of interest in sampling theory in signal processing community. New e...
For low-power wireless systems, transmission data volume is a key property, which influences the ene...
New possibilit ies exist for the development of novel hardware/software platforms havin g fast data ...
The recently developed compressive sensing (CS) framework en-ables the design of sub-Nyquist analog-...
The Shannon-Nyquist theorem enables signal acquisition with sampling frequency greater than or equal...
Nowadays, a variety of measurement applications require the acquisition and processing of signals co...
Nowadays the most of the technical applications require the acquisition and the processing of signal...
The paper deals with the problem of improving the maximum sample rate of analog-to-digital converter...
Data acquisition from multiple analog channels is an important function in many embedded devices use...
In this paper we present a possible extension of the theory of sampling signals with finite rate of ...
It is possible to sample signals at sub-Nyquist rate and still be able to reconstruct them with reas...
Compressive sensing (CS) is a signal acquisition strategy that, based on the assumption of sparsity,...
This paper shows the implementation in hardware of signal processing techniques known as compressive...
This paper examines the implementation considerations of Compressive Sampling (CS) in Field Programm...
Compressive Sampling (CS) is a powerful sampling technique that allows accurately reconstructing a c...
Recently there has been a surge of interest in sampling theory in signal processing community. New e...
For low-power wireless systems, transmission data volume is a key property, which influences the ene...
New possibilit ies exist for the development of novel hardware/software platforms havin g fast data ...
The recently developed compressive sensing (CS) framework en-ables the design of sub-Nyquist analog-...
The Shannon-Nyquist theorem enables signal acquisition with sampling frequency greater than or equal...