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DS26401 Datasheet(PDF) 264 Page - Dallas Semiconductor

Part # DS26401
Description  Octal T1/E1/J1 Framer
PDF  309 Pages
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Manufacturer  DALLAS [Dallas Semiconductor]
Direct Link  https://www.maximintegrated.com/en.html
Logo DALLAS - Dallas Semiconductor

DS26401 Datasheet(HTML) 264 Page - Dallas Semiconductor

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DS26401 Octal T1/E1/J1 Framer
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12.3 Pattern Generation
12.3.1 Polynomial Generation
The internal BERT has a 32-bit TAP register (BTR) used to tap up to 32 bits in the feedback path of the polynomial
generator. The BERT also contains a 32-bit Seed register used to preset the polynomial generator with an initial
value. The Seed values are latched on the rising edge of the TL control bit in BCR1.
The internal BERT can generate polynomial patterns of any length up to and including 2
32 - 1. All the industry
standard polynomials can be programmed using the control registers (some examples are given in Table 16-1).
The polynomial is generated using a shift register of programmable length and programmable feed back tap
positions. The user has access to all combination of pattern length and pattern tap locations to generate industry
standard polynomials or other combinations as well. In addition, the QRSS pattern described in T1.403 is supported
by setting the QRSS bit in BCR1. The T1.403 QRSS pattern is the polynomial 2
20 - 1 with the additional requirement
that "an output bit is forced to ONE whenever the next 14 bits are ZERO."
12.3.2 Repetitive Pattern Generation
In addition to polynomial patterns, the BERT can generate repetitive patterns of considerable length. The host has
access to 512 bytes of memory for storing pattern. The End Repetitive Address registers (04h, and 05h) are used to
program the length of the pattern itself. Memory is addressed indirectly and is used to store the pattern. Data can
be sent MSB or LSB first as it appears in the memory.
Repetitive patterns can include simple patterns such as 3 in 24, but the additional memory can be used to store
patterns such as DDS-n patterns or T1-n patterns. Repetitive patterns are stored in increments of 8 bits. In order to
generate a repetitive pattern that is 12 bits long (3 nibbles), the pattern is written twice such that the pattern is 24
bits long (3 bytes), and repeats twice in memory. The same is true when the device is used in serial mode, a 5-bit
pattern is written to memory 5 times. For example:
To generate a 00001 pattern at the serial output:
Write these bytes to memory:
RAM ADDRESS
BINARY CODE
HEX CODE
00h
00010000
10h
01h
01000010
42h
02h
00001000
08h
03h
00100001
21h
04h
10000100
84h



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