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S35390A Datasheet(PDF) 27 Page - Seiko Instruments Inc |
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S35390A Datasheet(HTML) 27 Page - Seiko Instruments Inc |
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27 / 51 page ![]() FOR AUTOMOTIVE 105°C OPERATION 2-WIRE REAL-TIME CLOCK Rev.2.2_00 S-35390A H Series Seiko Instruments Inc. 27 1. How to calculate 1. 1 If current oscillation frequency > target frequency (in case the clock is fast) Correction value *1 = 128 − Integral value (Current oscillation frequency actual measurement value *2) (Minimum resolution *4) (Current oscillation frequency actual measurement value *2) (Target oscillation frequency *3) − × Caution The figure range which can be corrected is that the calculated value is from 0 to 64. *1. Convert this value to be set in the clock correction register. For how to convert, refer to "(1) Calculation example 1". *2. Measurement value when 1 Hz clock pulse is output from the 1 INT pin (or 2 INT pin). *3. Target value of average frequency when the function of clock correction is used. *4. Refer to "Table 14 Function of Clock Correction". (1) Calculation example 1 In case of current oscillation frequency actual measurement value = 1.000070 [Hz], target oscillation frequency = 1.000000 [Hz], B0 = 0 (Minimum resolution = 3.052 ppm) Correction value = 128 − Integral value () 1.000070 − () 1.000000 () 1.000070 × () 3.052 × 10− 6 = 128 − Integral value (22.93) = 128 − 22 = 106 Convert the correction value "106" to 7-bit binary and obtain "1101010b". Reverse the correction value "1101010b" and set it to B7 to B1 of the clock correction register. Thus, set the clock correction register: (B7, B6, B5, B4, B3, B2, B1, B0) = (0, 1, 0, 1, 0, 1, 1, 0) 1. 2 If current oscillation frequency < target frequency (in case the clock is slow) Correction value = Integral value (Current oscillation frequency actual measurement value) (Minimum resolution) (Current oscillation frequency actual measurement value) (Target oscillation frequency) − × + 1 Caution The figure range which can be corrected is that the calculated value is from 0 to 62. (1) Calculation example 2 In case of current oscillation frequency actual measurement value = 0.999920 [Hz], target oscillation frequency = 1.000000 [Hz]. B0 = 0 (Minimum resolution = 3.052 ppm) Correction value = Integral value () 1.000000 − () 0.999920 () 0.999920 × () 3.052 × 10 -6 + 1 = Integral value (26.21) + 1 = 26 + 1 = 27 Thus, set the clock correction register: (B7, B6, B5, B4, B3, B2, B1, B0) = (1, 1, 0, 1, 1, 0, 0, 0) (2) Calculation example 3 In case of current oscillation frequency actual measurement value = 0.999920 [Hz], target oscillation frequency = 1.000000 [Hz], B0 = 1 (Minimum resolution = 1.017 ppm) Correction value = Integral value () 1.000000 − () 0.999920 () 0.999920 × () 1.017 × 10 -6 + 1 = Integral value (78.66) + 1 This calculated value exceeds the correctable range 0 to 62. B0 = "1" (minimum resolution = 1.017 ppm) indicates the correction is impossible. |
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