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Unformatted text preview: MIT OpenCourseWare http://ocw.mit.edu HST.582J / 6.555J / 16.456J Biomedical Signal and Image Processing Spring 2007 For information about citing these materials or our Terms of Use, visit: http://ocw.mit.edu/terms . (1 HST582J/6.555J/16.456J Biomedical Signal and Image Processing Spring 2007 Chapter 1  DATA ACQUISITION c Bertrand Delgutte 1999 Introduction The goal of data acquisition is to capture a signal and encode in a form suitable for computer processing with minimum loss of information. Data acquisition typically consists of three stages: transduction, analog conditioning, and analogtodigital conversion. Transduction is the con version from one form of energy to another. In present technology, the only form of energy suitable for encoding into a computer is electrical energy, therefore signals need to be converted to analog voltages whose waveforms are ideally the same as those of the original signals. For example, we use a microphone to transduce an acoustic signal, or an electric thermometer to measure temperatures. Transducers are specific to each type of signal, and the study of such devices is beyond the scope of these notes. The second stage of data acquisition, analog signal conditioning, usually consists of amplifying and filtering the analog signal measured with a transducer. Because the purpose of this stage is to provide a good match between the typically lowamplitude, widebandwidth transducer signals and the analogtodigital (A/D) converter, conditioning is best understood after studying A/D conversion. An analogtodigital converter is a device that transforms a continuoustime signal measured with a transducer into a digital signal that can be represented in a computer. Conceptually, it can be divided into a series of two operations (which are realized simultaneously in actual devices): sampling, in which the continuoustime, analog signal is converted into one that is only defined for discrete times, but whose amplitude can take arbitrary values, and quantization, in which a continuousamplitude signal is converted into a digital signal that can only take a finite set of values. The sampling operation is particularly critical if we want to avoid loss of information in the conversion. 1.1 Continuoustime and discretetime signals Many signals are continuoustime in the sense that they are defined at arbitrarilyclose points in time. Sine waves are important examples of continuoustime signals because Fouriers theorem states that most signals of practical interest can be decomposed into an infinite sum of sine waves. A continuoustime sine wave is defined by: x ( t ) = a cos( t + ) = a cos(2 Ft + ) . 1) where F is the frequency, is the angular frequency, a the amplitude, and the phase....
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This note was uploaded on 11/07/2011 for the course AERO 16.422 taught by Professor Juliegreenberg during the Spring '07 term at MIT.
 Spring '07
 JulieGreenberg

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