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S35390A Datasheet(PDF) 27 Page - Seiko Instruments Inc

Part # S35390A
Description  FOR AUTOMOTIVE 105C OPERATION
PDF  51 Pages
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Manufacturer  SII [Seiko Instruments Inc]
Direct Link  http://www.sii.co.jp
Logo SII - Seiko Instruments Inc

S35390A Datasheet(HTML) 27 Page - Seiko Instruments Inc

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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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