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BL0921 데이터시트(PDF) 5 Page - SHANGHAI BELLING CO., LTD.

부품명 BL0921
상세설명  Single Phase Energy Meter IC with Integrated Oscillator
PDF  13 Pages
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제조업체  BELLING [SHANGHAI BELLING CO., LTD.]
홈페이지  http://www.belling.com.cn
Logo BELLING - SHANGHAI BELLING CO., LTD.

BL0921 데이터시트(HTML) 5 Page - SHANGHAI BELLING CO., LTD.

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BL0921
BL0921
BL0921
BL0921
http://www.belling.com.cn
- 5 -
3/15/2007
Total 13 Pages
Single Phase Energy Meter IC
Single Phase Energy Meter IC
Single Phase Energy Meter IC
Single Phase Energy Meter IC
with Integrated Oscillator
with Integrated Oscillator
with Integrated Oscillator
with Integrated Oscillator
TIMING CHARACTERISTIC
(VDD=5V, GND=0V, On-Chip Reference, Integrated Oscillator, Temperature range: -20~+70
°C)
Parameter
Value
Comments
t1
144ms
F1 and F2 pulse-width (Logic Low). When the power is low,
the t1 is equal to 144ms; when the power is high, and the
output period falls below 550ms, t1 equals to half of the
output period.
t2
F1 or F2 output pulse period.
t3
½ t2
Time between F1 falling edge and F2 falling edge.
t4
CF Pulse Period. See Transfer Function section.
t5
71ms
CF pulse-width (Logic high). When the power is low, the t5
is equal to 71ms; when the power is high, and the output
period falls below 180ms, t5 equals to half of the output
period.
t6
CLKIN/4
Minimum Time Between F1 and F2.
Notes:
1) CF is not synchronous to F1 or F2 frequency outputs.
2) Sample tested during initial release and after any redesign or process change that may affect this
parameter.
THEORY OF OPERATION
Principle of Energy Measure
In energy measure, the power information varying with time is calculated by a direct
multiplication of the voltage signal and the current signal. Assume that the current signal and the
voltage signal are cosine functions; V and I are the peak values of the voltage signal and the
current signal; ωis the angle frequency of the input signals; the phase difference between the
current signal and the voltage signal is expressed asФ. Then the power is given as follows:
)
cos(
)
cos(
)
(
Φ
+
×
=
wt
I
wt
V
t
p



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