Meyer Sound SIM 3 User's Guide Page 10

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4
CHAPTER 1
SIM 3 Measurement Terminology
MEASUREMENT: A method of capturing, calculating, transforming, and displaying a sample
of data, resulting in a useful/interpretable presentation of that data. Examples of SIM 3 mea-
surements are Band Spectrum, Line Spectrum, Delay Finder, and Frequency Response.
VIEW: A way of looking at a captured sample of data (or an ongoing sample of data) that
does not change what data is captured and recorded or how it is captured and recorded.
Examples for SIM 3 are Smoothing and Trace Offset. Console, Processor, Room, and Result
are also views, in which a particular portion of the measured data is formatted and graphed.
SETTING: A setting changes what data is measured, or how the data is measured, by vary-
ing the quantity, quality, or type of data that is sampled; examples in SIM 3 include adjust-
ments of Amplitude threshold, number of Averages, and Coherence threshold.
MODE: A temporary rearrangement of the Live Branch and its component sources so that
different aspects of a total system may be isolated and measured; examples in SIM 3 include
Lobe Study, Console Check, and Mic Compare.
PROCEDURE: A procedure is a particular specialized measurement task, including all of the
steps necessary to accomplish it. In SIM 3, the procedures are detailed step-by-step, and
following them will result in a successful measurement. Examples include Set System Delay,
Verify Coverage, and Mic SPL Calibration.
TRANSFER FUNCTION: A transfer function is the relationship or difference between the
input and the output of a system. It is the mathematical calculation of how an original signal
(audio, light, vibration, etc.) differs from a resulting signal as the energy passes from one form
to another or through some transmission medium. The measurement integrates elements of
time, phase, and frequency.
FAST FOURIER TRANSFORM (FFT): The Fourier transform converts the time domain repre-
sentation of a signal to the frequency domain (spectrum) or vice versa. An FFT is an opti-
mized implementation of this transform that can more efficiently calculate transfer functions
involving large sample sizes, and with computer processing can deliver real-time results. It
breaks the original transform’s complicated calculations into a series of simpler, easily solv-
able elements that can be recombined to produce the same results.
BAND SPECTRUM: The Band Spectrum measurement shows the level of energy that is
present in the tested signal for each 1/3-octave band across the entire measured spectrum.
The band spectrum integrates the energy over a particular group of frequencies, and pres-
ents it as one value — as a single horizontal line representing the total energy in that band.
Figure 1.1. Band Spectrum measurement, showing spectrum (white), spectrum max (yellow) and spectrum max
hold (red)
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