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XR16V698 датащи(PDF) 9 Page - Exar Corporation |
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XR16V698 датащи(HTML) 9 Page - Exar Corporation |
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9 / 58 page ![]() XR16V698 9 REV. 1.0.3 2.25V TO 3.6V HIGH PERFORMANCE OCTAL UART WITH 32-BYTE FIFO 2.6 Programmable Baud Rate Generator with Fractional Divisor Each UART has its own Baud Rate Generator (BRG) with a prescaler for the transmitter and receiver. The prescaler is controlled by a software bit in the MCR register. The MCR register bit-7 sets the prescaler to divide the input crystal or external clock by 1 or 4. The output of the prescaler clocks to the BRG. The BRG further divides this clock by a programmable divisor between 1 and (216 - 0.0625) in increments of 0.0625 (1/16) to obtain a 16X or 8X or 4X sampling clock of the serial data rate. The sampling clock is used by the transmitter for data bit shifting and receiver for data sampling. The BRG divisor (DLL, DLM and DLD registers) defaults to the value of ’1’ (DLL = 0x01, DLM = 0x00 and DLD = 0x00) upon reset. Therefore, the BRG must be programmed during initialization to the operating data rate. The DLL and DLM registers provide the integer part of the divisor and the DLD register provides the fractional part of the dvisior. Only the four lower bits of the DLD are implemented and they are used to select a value from 0 (for setting 0000) to 0.9375 or 15/16 (for setting 1111). Programming the Baud Rate Generator Registers DLL, DLM and DLD provides the capability for selecting the operating data rate. Table 4 shows the standard data rates available with a 24MHz crystal or external clock at 16X clock rate. If the pre-scaler is used (MCR bit-7 = 1), the output data rate will be 4 times less than that shown in Table 4. At 8X sampling rate, these data rates would double. Also, when using 8X sampling mode, please note that the bit-time will have a jitter (+/- 1/16) whenever the DLD is non-zero and is an odd number. At 4X sampling rate, these data rates would quadruple. When using a non-standard data rate crystal or external clock, the divisor value can be calculated with the following equation(s): The closest divisor that is obtainable in the 698 can be calculated using the following formula: In the formulas above, please note that: TRUNC (N) = Integer Part of N. For example, TRUNC (5.6) = 5. ROUND (N) = N rounded towards the closest integer. For example, ROUND (7.3) = 7 and ROUND (9.9) = 10. A >> B indicates right shifting the value ’A’ by ’B’ number of bits. For example, 0x78A3 >> 8 = 0x0078. 8XMODE [7:0] = 0X00 4XMODE [7:0] = 0X00 Required Divisor (decimal) = (XTAL1 clock frequency / prescaler) / (serial data rate x 16) 8XMODE [7:0] = 0XFF 4XMODE [7:0] = 0X00 Required Divisor (decimal) = (XTAL1 clock frequency / prescaler / (serial data rate x 8) 8XMODE [7:0] = 0X00 4XMODE [7:0] = 0XFF Required Divisor (decimal) = (XTAL1 clock frequency / prescaler / (serial data rate x 4) 8XMODE [7:0] = 0XFF 4XMODE [7:0] = 0XFF Reserved. ROUND( (Required Divisor - TRUNC(Required Divisor) )*16)/16 + TRUNC(Required Divisor), where DLM = TRUNC(Required Divisor) >> 8 DLL = TRUNC(Required Divisor) & 0xFF DLD = ROUND( (Required Divisor-TRUNC(Required Divisor) )*16) |
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