欢迎访问ic37.com |
会员登录 免费注册
发布采购

71M6515H-IGTR/F 参数 Datasheet PDF下载

71M6515H-IGTR/F图片预览
型号: 71M6515H-IGTR/F
PDF下载: 下载PDF文件 查看货源
内容描述: 电能计量IC [Energy Meter IC]
分类和应用:
文件页数/大小: 57 页 / 685 K
品牌: TERIDIAN [ TERIDIAN SEMICONDUCTOR CORPORATION ]
 浏览型号71M6515H-IGTR/F的Datasheet PDF文件第37页浏览型号71M6515H-IGTR/F的Datasheet PDF文件第38页浏览型号71M6515H-IGTR/F的Datasheet PDF文件第39页浏览型号71M6515H-IGTR/F的Datasheet PDF文件第40页浏览型号71M6515H-IGTR/F的Datasheet PDF文件第42页浏览型号71M6515H-IGTR/F的Datasheet PDF文件第43页浏览型号71M6515H-IGTR/F的Datasheet PDF文件第44页浏览型号71M6515H-IGTR/F的Datasheet PDF文件第45页  
71M6515H  
Energy Meter IC  
DATA SHEET  
MARCH 2008  
IASQFRACT (0x4A), IBSQFRACT (0x4B), ICSQFRACT (0x4C)  
These read-only registers hold the difference between the 10-bit residual squared current sum of the current accumulation  
interval and the 10-bit residual squared current sum of the previous interval. If IASQSUM, IBSQSUM, or ICSQSUM are  
used to calculate current, the value obtained over several accumulation intervals will be accurate due to averaging, but the  
individual values will have a higher uncertainty than when using IASQFRACT, IBSQFRACT, and ICSQFRACT.  
The most accurate calculation of the squared current for a phase X (IXSQ) uses the formula:  
IXSQ = IXSQSUM + 2-10 IXSQFRACT  
INSQFRACT (0x4D)  
This register holds the difference between the 10-bit residual squared neutral currents of the current accumulation interval  
and the 10-bit residual squared neutral currents of the previous interval. The value can be used to improve the accuracy of  
the squared neutral current reading by applying the formula:  
INSQ = INSQSUM + 2-10 INSQFRACT  
INSQSUM (0x3C)  
This register holds the sum of the square of the calculated neutral current collected during the previous accumulation  
interval. The calculation is implementing the following equation:  
2
INSQSUM =  
(
I0+ I1+ I2  
)
The magnitude of the accumulated samples is determined by:  
IMAX 2  
In _ 82  
LSB =  
9.40451013 A2 h  
IPHASE_ABC (0x0F)  
This register holds voltage-to-current phase information for all three phases. Positive phase means lagging current  
(inductive load). One LSB is equivalent to 1 degree. The range is from (28 – 1) to –(28 – 1). Since the phase calculation  
involves the post-processor, these registers will not be functional when the CE_ONLY bit in the CONFIG register is set.  
Bits 8-0: These bits (IPHASE_C) represent the voltage-to-current phase angle in phase C.  
Bits 17-9: These bits (IPHASE_B) represent the voltage-to-current phase angle in phase B.  
Bits 26-18: These bits (IPHASE_A) represent the voltage-to-current phase angle in phase A.  
IRMS_A (0x0C), IRMS_B (0x0D), IRMS_C (0x0E)  
These registers hold the post-processed RMS current for each phase. Only the 16 most significant bits are used. The  
magnitude of the values is determined by:  
6.8781109 IMAX  
LSB =  
Arms  
In _8 SUM _CYCLES  
Since the RMS calculation involves the post-processor, these registers will not be functional when the CE_ONLY bit in the  
CONFIG register is set. If higher precision is required, the host must calculate the RMS currents from the values in the  
IASQSUM, IBSQSUM, and ICSQSUM registers. For even higher precision, the IASQFRACT, IBSQFRACT, ICSQFRACT  
registers should be used.  
Page: 41 of 57  
© 2005-2008 TERIDIAN Semiconductor Corporation  
V1.4  
 复制成功!