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SA9603BSA 参数 Datasheet PDF下载

SA9603BSA图片预览
型号: SA9603BSA
PDF下载: 下载PDF文件 查看货源
内容描述: [Single Phase Bidirectional Power]
分类和应用: 光电二极管
文件页数/大小: 12 页 / 131 K
品牌: SAMES [ SAMES ]
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SA9603B  
ssaammeess  
The delta value for the energy registers is between 0 and  
8388607 for positive energy flow and between 0 and -8388607  
for negative energy flow. For voltage the maximum usable  
delta value is 17666215 as voltage is in a positive direction  
only.  
K
=
640 000  
640 000 *2  
p
for Active Energy  
for Reactive Energy  
Example:  
V
= 230V  
= 80A  
I
When reading the registers care should be taken to check for a  
wrap around condition.  
Active Power  
= 230V x 80A x (n/t) / 640 000  
Reactive Power = 230V x 80A (n/t) / (640 000 x 2)/Pi)  
N
= Difference in register values between  
successive reads (delta value)  
As an example lets assume that with a constant load  
connected the delta value is 22260. Because of the constant  
load, the delta value should always be 22260 every time the  
register is read and the previous value subtracted (assuming  
the same time period between reads). However this will not be  
true when a wrap around occurs as the following example will  
demonstrate:  
T
= Time difference between successive  
reads(inseconds)  
To calculate the measured voltage, the following formula is  
applied:  
V
measured  
=
V * n  
940000*t  
Previous register value  
Present register value  
Delta value  
=
=
=
16744955  
Where:  
16767215  
V
T
N
= RatedVoltage  
16767215-16744955 = 22260  
= Timedifferencebetweensuccessivereads  
= Differenceinregistervaluesbetweensuccessivereads  
After the next read the values are as follows:  
Previous register value  
Present register value  
Delta value  
=
=
=
16767215  
12260  
The Voltage calculated is the average voltage. The voltage  
measurement will give an accuracy of better than 1% for a  
voltage range of 50% to 115% of the rated mains voltage if the  
voltageisapuresinewave.  
12260 - 16767215 = -16754955  
Computing this delta value will result in incorrect readings, in  
other words a wrap around has occurred. A typical function to  
check for wrap around condition would be as follows:  
Themainsfrequencymaybecalculatedasfollows:  
Function Check (delta_value);  
Frequency  
=
Crystalfrequency  
RegisterValue*2  
Begin  
Temp_delta_value = abs(delta_value); {get rid of the minus  
sign for example: abs(-151) = 151}  
If (Temp_delta_value)> 8388607 then  
Begin  
CALIBRATION  
For accurate results we would recommend the following  
softwarecalibrationprocedure:  
If (delta_value)> 0 then result: = (16777216-delta_value) *-1  
else result : = (16777216+delta_value);  
End;  
Activeenergy  
Establish a calibration factor for active energy (Ka) at pf close  
to1.  
End; {end function}  
ActiveMeasured=Active_Register_ValuexKa  
At rated conditions, the time for wrap around is as follows:  
18.6 seconds for voltage  
ReactiveEnergy  
Withapfcloseto1establishthephaseerror:  
PhaseError=arctan(VARMeasured/VARmeasured)  
Foreachmeasurementcalculatethefollowing:  
13 seconds for active and 21 seconds for reactive  
The active and reactive energy measured per count, may be  
calculated by applying the following formula:  
2
2
VA  
PHIcalibrated =  
PHICorrected =  
VARtrue  
=
ActiveMeasured + VARmeasured  
arctan (VARmeasured / ActiveMeasured  
PHIcalibrated - PhaseError  
Energy per Count  
=
VI Watt seconds  
K
=
VA * sin(PHICorrected)  
Where:  
V
=
Rated Voltage  
I
=
Current (I )  
MAX  
7/12  
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