RX − 8564 LC
9.Reference data
(1)Example of frequency and temperature characteristics⋅ | θ T = +25 ° C Typ. |
α = | |
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∆ fT |
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Frequency |
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| 0 | 50 | 100 |
Temperature [° C]
[ Finding the frequency stability ]
1.Frequency and temperature characteristics can be approximated using the following equations.
∆fT = α ( θ T − θ X ) 2
! ∆ | fT | : Frequency deviation in any temperature |
! α | [ 1 / ° C2 ] | : Coefficient of secondary temperature |
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| ( − 0.035 ± 0.005 ) ⋅ 10− 6 / ° C2 |
! θ T [ ° C ] | : Ultimate temperature ( +25 ± 5 ° C ) | |
! θ | X [ ° C ] | : Any temperature |
2.To determine overall clock accuracy, add the frequency precision and voltage characteristics.
∆f/f = ∆ f/fo + ∆ fT + ∆ fV
! ∆ f/f | : Clock accuracy (stable frequency) |
| in any temperature and voltage. |
! ∆ f/fo | : Frequency precision |
! ∆ fT | : Frequency deviation in any temperature. |
! ∆ fV | : Frequency deviation in any voltage. |
3. How to find the date difference Date Difference = ∆ f/f ⋅ 86400(Sec)
∗For example: ∆ f/f = 11.574 ⋅
Condition :
fSCL=0 Hz, Ta=+25 ° C, CLKOUT=OFF
1.0
consumption [∝ A] | 0.5 | IDD[∝ A] | |
Current | |||
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2 3 4 5
Supply Voltage VDD[V]
when CLKOUT=32.768kHz
Condition :
fSCL=0 Hz, Ta=+25 ° C, CLKOUT=32.768 kHz
10
A] | CL=30 pF | |
[∝ | ||
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consumption | 5 | |
Current | ||
IDD32K[∝ A] | ||
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| CL=0 pF |
2 3 4 5
Supply Voltage VDD[V]
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