参数资料
型号: 71M6545-IGTR/F
厂商: Maxim Integrated
文件页数: 19/133页
文件大小: 0K
描述: IC ENERGY METER 3PHASE 64LQFP
标准包装: 1,500
系列: *
71M6545/71M6545H Data Sheet
Table 3: Multiplexer and ADC Configuration Bits
Name
MUX0_SEL[3:0]
MUX1_SEL[3:0]
MUX2_SEL[3:0]
MUX3_SEL[3:0]
MUX4_SEL[3:0]
MUX5_SEL[3:0]
MUX6_SEL[3:0]
MUX7_SEL[3:0]
MUX8_SEL[3:0]
MUX9_SEL[3:0]
MUX10_SEL[3:0]
ADC_DIV
MUX_DIV[3:0]
PLL_FAST
FIR_LEN[1:0]
DIFF0_E
DIFF2_E
DIFF4_E
DIFF6_E
RMT2_E
RMT4_E
RMT6_E
PRE_E
Location
2105[3:0]
2105[7:4]
2104[3:0]
2104[7:4]
2103[3:0]
2103[7:4]
2102[3:0]
2102[7:0]
2101[3:0]
2101[7:0]
2100[3:0]
2200[5]
2100[7:4]
2200[4]
210C[2:1]
210C[4]
210C[5]
210C[6]
210C[7]
2709[3]
2709[4]
2709[5]
2704[5]
Description
Selects the ADC input converted during time slot 0.
Selects the ADC input converted during time slot 1.
Selects the ADC input converted during time slot 2.
Selects the ADC input converted during time slot 3.
Selects the ADC input converted during time slot 4.
Selects the ADC input converted during time slot 5.
Selects the ADC input converted during time slot 6.
Selects the ADC input converted during time slot 7.
Selects the ADC input converted during time slot 8.
Selects the ADC input converted during time slot 9.
Selects the ADC input converted during time slot 10.
Controls the rate of the ADC and FIR clocks.
The number of ADC time slots in each multiplexer frame (maximum = 11).
Controls the speed of the PLL and MCK.
Determines the number of ADC cycles in the ADC decimation FIR filter.
Enables the differential configuration for analog input pins IADC0-IADC1 .
Enables the differential configuration for analog input pins IADC2-IADC3 .
Enables the differential configuration for analog input pins IADC4-IADC5 .
Enables the differential configuration for analog input pins IADC6-IADC7 .
Enables the remote sensor interface transforming pins IADC2-IADC3 into a digital
interface for communications with a 71M6xx3 sensor.
Enables the remote sensor interface transforming pins IADC4-IADC5 into a digital
interface for communications with a 71M6xx3 sensor.
Enables the remote sensor interface transforming pins IADC6-IADC7 into a digital
interface for communications with a 71M6xx3 sensor.
Enables the 8x pre-amplifier.
Refer to Table 61 starting on page 88 for more complete details about these I/O RAM locations.
2.2.3
Delay Compensation
When measuring the energy of a phase (i.e., Wh and VARh) in a service, the voltage and current for that
phase must be sampled at the same instant. Otherwise, the phase difference, Ф, introduces errors.
φ =
t delay
T
? 360 o = t delay ? f ? 360 o
Where f is the frequency of the input signal, T = 1/f and t delay is the sampling delay between current and
voltage.
Traditionally, sampling is accomplished by using two A/D converters per phase (one for voltage and the
other one for current) controlled to sample simultaneously. Maxim’s Single-Converter Technology,
however, exploits the 32-bit signal processing capability of its CE to implement “constant delay” all-pass
filters. The all-pass filter corrects for the conversion time difference between the voltage and the
corresponding current samples that are obtained with a single multiplexed A/D converter.
The “constant delay” all-pass filter provides a broad-band delay 360 o - θ, that is precisely matched to the
difference in sample time between the voltage and the current of a given phase. This digital filter does
not affect the amplitude of the signal, but provides a precisely controlled phase response.
The recommended ADC multiplexer sequence samples the current first, immediately followed by
sampling of the corresponding phase voltage, thus the voltage is delayed by a phase angle Ф relative to
the current. The delay compensation implemented in the CE aligns the voltage samples with their
corresponding current samples by first delaying the current samples by one full sample interval (i.e.,
360 o ), then routing the voltage samples through the all-pass filter, thus delaying the voltage samples by
360 o - θ , resulting in the residual phase error between the current and its corresponding voltage of θ – Ф .
v2
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