6.14 Multiplex/Demultiplex (MUX/DEMUX) Standard for Multiple Data Channel Recording on 19-MM Digital Cassette Helical Scan Recorder/Reproducer Systems
For recording and reproducing multiple channels on 19-mm Digital Cassette Helical Scan Recorders, the ADARIO multiplex/demultiplex format is recommended. The ADARIO (Analog/Digital/ Adaptable/Recorder Input/Output) format was developed for the Department of Defense, Fort Meade, Maryland. The format is government-owned and may, therefore, be used in equipment provided for government activities. Following are some of the ADARIO features:
requires less than 3 percent overhead to be added to user data;
accommodates multiple channel record/playback with each channel completely autonomous in sample rate and sample width;
stores all the necessary parameters for channel data reconstruction for either real-time playback, time-scaled playback, or computer processing;
preserves phase coherence between data channels;
provides channel source and timing information; and
accommodates 224 (over 16 million) blocks of data, each block having 2048 24-bit words (see Figure 6-7).
The ADARIO format imposes minimum restrictions on the channel signals and aggregate data parameters. Specific implementations that use the ADARIO format may impose additional restrictions.
ADARIO format, defined field restrictions are listed below:
Session length
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Unlimited
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Sequence numbered
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Blk. 224 (100 G byte max.)
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Master clock
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MC 219 *250 Hz (131 MHz max.)
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Block rate
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BMD, MC/BMD (8 blk./sec min.) MC/2048 (64K blk./sec. max.)
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Aggregate rate
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MC *24 (3145 Mbps max.)
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Channel quantity
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Q, Ch#, 24 (16 channels max.)
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Bits per sample
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FMT, 1,2,3,4,5,6,7,8,10,12,14,16,18,20,22,24 bits per sample
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Input clock rate
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MC, Rate 219 *250 Hz (131 MHz max.)
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Input bit rate
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2035 *24 block rate (3125 Mbps max.)
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Analog bandwidth
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MC/2.5 (52.4 MHz max.)
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Analog attenuation
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Atten, 25 (15 dB, +16 dB)
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Analog coupling
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DCAC (dc or ac)
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Time correlation
|
1/MC (7.6 ns max. resolution) TD/MC 216 (65, 536*MC max. range)
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Channel card types
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CHT, 26 (64 max.)
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Channel input digital data can be in any format, serial or parallel, in any coding, and at any levels, TTL, ECL, that can be accommodated by the channel type card used. Channel input analog signals can contain any form of modulation, at any nominal level, with any dynamic within the limitations (see Figure 6-8).
Figure 6-7. ADARIO block format.
F![](data:image/png;base64,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) igure 6-8. ADARIO data format.
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