English

Three-phase Active
Energy Meter
BL6513
FEATURES of BL6513
GENERAL DESCRIPTION

The BL6513 is the chief IC of the three-phase
High accuracy, less than 0.1% error over a
dynamic range of 500:1
electrical

measurement IC. With low power design, static power
High stability during calibration, the fluctuation
meter
and
a high
accuracy energy
of output CF is less than 0.1%.
is only 25mW. Based on the features such as superior

accuracy, high stability and simple peripheral circuit,
Low drift, the gain variety is less than 0.1%
when input frequency changes from 45Hz to 65Hz
the BL6513 is compatible with 3-phase 3-wire and

Single 5V Supply, Static Power 25mW(typical),
3-phase 4-wire configurations.

Power solution only with Resistor & Capacitor
BL6513 is based on digital signal processing. BL6513
can be adopted.
can measure positive active power and negative active

The Low Frequency Output (F1, F2) can drive
power; can select the way to calculate the sum of
motor directly; The High Frequency Output (CF) can
the three-phase active powers, between the arithmetic
be used in calibration and data processing.
sum and the absolute value sum.

Selectable between the arithmetic sum of the
The high frequency output CF can be used in
three-phase active energies and the absolute value
calibration and data processing. The low frequency
sum of these energies.
outputs F1 and F2 can be used to drive a pulse-motor

or an electromechanical counter. In this way, the
Anti-Fault, the Logic Output REVP indicates a
Potential Miswiring or Negative Power.
power can be measured and the energy can be

On-chip Creep Protection.
recorded.

On-chip Power Supply Monitoring.
An internal no-load threshold ensures that the BL6513

On-chip Reference 2.42V ± 8%(30ppm/ ℃
does not exhibit any creep when there is no load.
typical),with External Overdrive Capability.
The BL6513 consider emphatically the need of

stability during calibration, the measure data of mass
Superior reliability, working hours is more than
20 years.
products show that the output pulse ripple of CF is
less than 0.1%.
Interrelated patents are pending
System Diagram Block
Fig.1 Functional block diagram
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BL6513
Three-phase Active
Energy Meter
PIN FUNCTION DESCRIPTION
Pin No.
Mnemonic
Description
1
CF
2
DGND
3
VDD
4
REVP
5,6;
7,8;
9,10
IAP,IAN
IBP,IBN
ICP,ICN
High frequency calibration logic output. The output
frequency is proportional to the average active power.
This provides the ground reference for the digital circuitry
in the BL6513.
Power supply. This pin provides the supply voltage for the
digital circuitry in the BL6513. The supply voltage should
be maintained at 5V ±5% for specified operation.
This logic output will go logic high when negative power is
detected on any of the three phase inputs, i.e., when the
phase angle between the voltage and the current signals is
greater than 90°.
Analog inputs for current channel. These inputs are fully
differential voltage inputs with maximum differential input
signal levels of ±500mV
11
AGND
12
VREF
13,14,
15,16
VN,VCP
VBP,VAP
17
ADDSEL
18
SCF
19
CLKIN
20
CLKOUT
21,22
S0,S1
23,24
F1,F2
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This pin provides the ground reference for the analog
circuitry in the BL6513.
This pin provides access to the on-chip voltage reference.
The on-chip reference has a nominal value of 2.42V ± 8%
and a typical temperature coefficient of 30ppm/°C. An
external reference source may also be connected at this pin.
Analog inputs for the voltage channel. This channel is
intended for use with the voltage VBP, VAP transducer and
is referenced as the voltage channel in this document. These
inputs are single-ended voltage inputs with maximum
signal level of ±500mV with respect to VN for specified
operation.
The logic input is used to select the way the three active
energies from the three phases are summed. This offers the
designer the capability to do the arithmetic sum of the three
energies (ADDSEL logic High) or the sum of the absolute
value (ADDSEL logic low).
Select Calibration Frequency. This logic input is used to
select the frequency on the calibration output CF.
Master clock for ADCs and digital signal processing. An
external clock can be provided at this logic input.
A crystal can be connected across this pin and CLKIN as
described above to provide a clock source for the BL6513.
These logic inputs are used to select one of four possible
frequencies for the digital-to-frequency conversion. This
offers the designer greater flexibility when designing the
energy meter.
Low Frequency Logic Outputs. F1 and F2 supply average
real power information. The logic outputs can be used to
directly drive electromechanical counters and two-phase
stepper motors.
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Three-phase Active
Energy Meter
BL6513
PACKAGE DIMENSIONS
24 PIN SOP
Fig.2
Package of BL6513
Absolute Maximum Ratings
( T = 25 ℃ )
Item
Symbol
Extremum
Unit
VDD
-0.3~+7(max)
V
Input Voltage to AGND
VV
VSS+0.5≤VV≤VDD-0.5
V
Input Current to AGND
VI
VSS+0.5≤VI≤VDD-0.5
V
Operating Temperature Range
Topr
-40~+85
℃
Storage Temperature Range
Tstr
-55~+150
℃
400
mW
Power Voltage VDD
Power Dissipation(SOP24)
Electronic Characteristic Parameter
(T=25℃, VDD=5V, CLKIN=3.58MHz)
Parameter
1 Power Current
Symbol
Test Condition
IVDD
Min
Value
Pin3
2 Logic Input Pins
SCF,S0,S1, ADDSEL
Typical
Value
Max
Value
7
Unit
mA
Pin17,
18,21,22
Input High Voltage
VIH
Input Low Voltage
VIL
Input Capacitance
CIN
VDD=5V
4
V
1
10
3 Logic Output Pins F1/F2
Output High Voltage
Measure
Pin
V
pF
Pin23,24
VOH1
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IH=10mA
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4.4
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9/18/2014
Three-phase Active
Energy Meter
BL6513
Output Low Voltage
VOL1
Output Current
IL=10mA
0.5
IO1
V
10
4 Logic Output Pins
REVPF, CF
mA
Pin1,4
Output High Voltage
VOH2
IH=10mA
Output Low Voltage
VOL2
IL=10mA
Output Current
IO2
5 On-chip Reference
Vref
4.4
0.5
VDD=5V
6 Analog Input Pins
IAP,IAN,IBP,IBN,ICP,ICN,
VN,VCP,VBP,VAP
Pin12
2.3
mA
2.42
2.6
V
30
60
ppm/C
Pin5,6,7,
8,9,10,13
,14,15,16
VAIN
DC Input Impedance
Input Capacitance
ADC offset
V
5
Temperature Coefficient
Maximum Input Voltage
V
500
mV
330
Kohm
6
10
15
Voff
pF
mV
7 Accuracy
Measurement Error on
Current Channel
CFA,CFB,CFC,CF
Pin1
0.1
0.3
%
Channel 1 Lead 37C
(PF=0.8Capacitive)
Pin1
0.1
0.3
%
Channel 1 Lags 60C
(PF=0.5Inductive)
Pin1
0.1
0.3
%
Phase Error
Channels
Input on the
voltage channel,
500mV
The dynamic
range
500:1
between
8 Start Current
ISTART
Ib=5A
C=1
Pin5,6,7,
8,9,10
0.1%Ib
0.2%Ib
A
cos
Voltage Channel
Inputs 110mV
9 Positive and Negative
Real Power Error (%)
ENP
Vv=110mV,
V(I)=2mV,
Pin1
0.3
%
7
%
cos
Vv=110mV,
V(I)=2mV,
cos=-1
10 Gain Error
Gain
error
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Internal
reference.
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Pin1
5
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Three-phase Active
Energy Meter
BL6513
11 Power Supply
Monitor Voltage
Vdown
Power Supply
vary from 3.5V
to 5V, and
Current Channel
with Full-Scale
Signal
3.9
4
4.1
 TERMINOLOGY
1) MEASUREMENT ERROR
The error associated with the energy measurement made by the BL6513 is defined by the
following formula:
Pencentage Error 
Energy Re gistered by the BL6513  True Energy
 100%
True Energy
2) NONLINEAR ERROR
The Nonlinear Error is defined by the following formula:
eNL%=[(Error at X-Error at Ib)/(1+Error at Ib )]*100%
When V(V)= 110mV, cos=1, over the arrange of 5%Ib to 800%Ib, the nonlinear error should be
less than 0.1%.
3) POSITIVE AND NEGATIVE REAL POWER ERROR
When the positive real power and the negative real power is equal, and V(V) =110mV, the test
current is Ib, then the positive and negative real power error can be achieved by the following
formula:
eNP%=|[(eN%-eP%)/(1+eP%)]*100%|
Where: eP% is the Positive Real Power Error; eN% is the Negative Real Power Error.
4) PHASE ERROR BETWEEN CHANNELS
The HPF (High Pass Filter) has a phase lead response. To offset this phase response and equalize
the phase response between channels, a phase correction network is placed. The phase correction
network matches the phase to within ±0.1°over a range of 45 Hz to 65 Hz and ±0.2°over a
range 40Hz to 1kHz.
5) GAIN ERROR
The gain error of the BL6513 is defined as the difference between the measured output frequency
(minus the offset) and the ideal output frequency. The difference is expressed as a percentage of
the ideal frequency. The ideal frequency is obtained from the BL6513 transfer function.
6) POWER SUPPLY MONITOR
BL6513 has the on-chip Power Supply monitoring The BL6513 will remain in a reset
condition until the supply voltage on VDD reaches 4 V. If the supply falls below 4 V, the BL6513
will also be reset and no pulses will be issued on F1, F2 and CF.
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V
BL6513
Three-phase Active
Energy Meter
Timing Characteristics
(VDD=5V, AGND=DGND=0V, on chip Reference, TMIN to TMAX = -40~+85C,)
Fig.3 time characteristics of CF, F1 and F2
Parameter
T1
Value
145ms
T2
Description
Pulse-width (Logic High) of F1 or F2. At small load, the pulse-widths of
F1 and F2 are specified as 145ms. When the power is high, the output
periods of F1 and F2 is less than 290ms, and the pulse-widths of F1 and
F2 equal half of the F1 period.
The low output pulse period. (see the formula of operation)
T3
1/2 t2
Time between F1 Rising Edge and F1 Rising Edge.
T4
90ms
CF Pulse-width. At small load, the pulse-width of CF is specified as
90ms. When the power is high, the output period of CF is less than
180ms, and the pulse-width of CF equals half of the CF period.
T5
T6
CF output high frequency. (see the relative between CF and F1, F2)
CLKIN/4
Minimum time between F1 and F2 pulse.
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.
BASIC THEORY OF OPERATION

ENERGY MEASURE THEORY
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; Umax, Imax are the peak values of the voltage signal and the
current signal; w is the angle frequency of the input signals; the phase difference between the
current signal and the voltage signal is expressed as
 . Then the power is given as follows:
p(t )  U max cos(wt )  I max cos(wt   )
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BL6513
Three-phase Active
Energy Meter
If   0 :
p(t ) 
U max I max
[1  cos(2wt )]
2
If   0 :
p (t )  U max cos(t )  I max cos(t   )
 U max cos(t )  I max cos(t ) cos( )  I max sin(t ) sin( )
U max I max
[1  cos(2t )] cos( )  U max I max cos(t ) sin(t ) sin( )
2
U I
U I
 max max [1  cos(2t )] cos( )  max max sin( 2t ) sin( )
2
2
U I
U I
 max max cos( )  max max cos(2t ) cos( )  sin( 2t ) sin( )
2
2
U I
U I
 max max cos( )  max max cos(2t   )
2
2

p(t ) is called as the instantaneous power signal. The ideal p(t ) consists of the dc component
and ac component whose frequency is 2w . The dc component is called as the average active
power, that is:
P
U max I max
cos( )
2
The average active power is related to the cosine value of the phase difference between the voltage
signal and the current signal. This cosine value is called as Power Factor (PF) of the two channel
signals.
Fig.4
The Effect of phase
When the phase difference between the voltage signal and the current signal is more than 90°,
the average active power is negative. This case indicates the user is using the electrical energy
reversely.
The main function of the three phase measurement IC is calculating the sum of the three phase
active power (the arithmetic sum or the absolute value sum), and supplying the frequency signals
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BL6513
Three-phase Active
Energy Meter
proportional to the active powers.
If the BL6513 is configured to execute the arithmetic sum of the three active powers, the sum of
the three-phase power is calculated as follows:
PTOTAL  PA  PB  PC
When one phase power of three phases is negative, it’s value will counteract the other positive
terms.
If the BL6513 is configured to execute the absolute value sum of the three active powers, the sum
of the three-phase power is calculated as follows:
PTOTAL  PA  PB  PC

THE OPRATION PROCESS OF THREE PHASE ENERGY MEASURE SIGNAL
Fig.5
Signal Processing Block Diagram
In BL6513, the six voltage signals from the current and voltage transducers are digitized with
ADCs. The instantaneous power signal P(t) is generated by a direct multiplication of the current
and voltage signals of each phase. In order to extract the real power component (i.e., the dc
component), the instantaneous power signal is low-pass filtered on each phase. Then, The total
real power information is then obtained by adding the individual phase real power (the arithmetic
sum or the absolute value sum).
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BL6513
Three-phase Active
Energy Meter
The output of three-phase power sum is sent to the digital-frequency module. In this module, the
total real power is accumulated during the given time, and converted to the periodic frequency
output which is therefore proportional to the average real power. Because of its high output
frequency and therefore, shorter integration time, the CF output is proportional to the
instantaneous real power. This pulse is useful for system calibration purposed that would take
place under steady load conditions.
By dividing the high output CF, F1 and F2 can be obtained. The outputs F1 and F2 operate at a
much lower frequency, which can drive the 2-phase stepper motors by eight kinds modes. The
output pulse is given to the counter motor out of the chip, and then the counter value proportional
to the consumed energy is obtained.

Offset Effect
The dc offsets come from the input signals and the forepart analog circuitry.
Assume that the input dc offsets on the voltage channel and the current channel are U offset and
I offset , and PF equals 1 (   0  ).
p(t )  [U cos(t )  U offset ]  [ I cos(t  )  I offset ]

UI
UI
 I offsetU cos(t )  U offset I cos(t ) 
cos(2t )
2
2
Fig.6
Effect of different offset cancellation methods
As can be seen, for each phase input, if there are simultaneous dc offsets on the voltage channel
and the current channel, these offsets contribute a dc component for the result of multiplication.
That is, the offsets bring the error of U offset  I offset to the final average real power. Additionally,
there exists the component of U offset  I  I offset  U at the frequency of w . The dc error on the
real power will result in measure error, and the component brought to the frequency of w will
also affect the output of the average active power when the next low-pass filter can’t restrain the
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Three-phase Active
Energy Meter
BL6513
ac component very completely.
When the offset on the one of the voltage and the current channels is filtered, for instance, the
offset on the current channel is removed; the result of multiplication is improved greatly. There is
no dc error, and the additional component at the frequency of w is also decreased.
When the offsets on the voltage channel and the current channel are filtered respectively by two
high-pass filters, the component at the frequency of w (50Hz) is subdued, and the stability of the
output signal is advanced. Moreover, in this case, the phases of the voltage channel and the current
channel can be matched completely, and the performance when PF equal 0.5C or 0.5L is improved.
In BL6513, this structure is selected. Though it is given in the system specification that the ripple
of the output signal is less than 0.1%, in real measure of BL6513, the calibration output is very
stable, and the ripple of the typical output signal is less than 0.05%.
Additionally, this structure can ensure the frequency characteristic. When the input signal changes
from 45Hz to 65Hz, the complete machine error due to the frequency change is less than 0.1%. In
such, the meter designed for the 50Hz input signal can be used on the transmission-line system of
electric power whose frequency is 60Hz.

Current Channels
The voltage outputs from the current transducers are connected to the BL6513 current channels,
which are fully differential voltage inputs. IAP, BP, and ICP are the positive input for IAN, IBN,
and ICN, respectively. The maximum peak differential signal on the current channel should be less
than  500mV ( 353mV rms for a pure sinusoidal signal) for the specified operation.
Fig.7 shows a typical connection diagram for the one current channel (IA).
RF
CT
IAP
CF
±500mV
Rb
RF
IP
AGND
IAN
+
-
CF
PHASE NEUTRAL
AGND
AGND
Fig.7 Typical Connection for Current Channels

Voltage Channels
The output of the line voltage transducer is connected to the BL6513 at this analog input. Voltage
channels are a pseudo-differential voltage input. VAP, VBP, and VCP are the positive inputs with
respect to VN. The maximum peak differential signal on the voltage channel is  500mV
( 353mV rms for a pure sinusoidal signal) for the specified operation.
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Three-phase Active
Energy Meter
BL6513
RF
PT
VAP
CF
±500mV
RF
AGND
VN
+
-
CF
PHASE NEUTRAL
AGND
AGND
CF
Ra
Rb
AGND
Rv
AGND
±500mV
VAP
PHASE NEUTRAL
RF
AGND
VN
Ra >> RF
Rb+Rv=RF
+
-
CF
AGND
AGND
Fig.8 Typical Connections for Voltage Channels
Notes: Because of the various external devices, the current channel and the voltage channel may
have the phase match error (mainly due to different RC constant and different phase delay). By
adjusting the external capacitor Cf, the phase error can be corrected. The phase error will affect
the system gain when PF is 0.5, and bring error.
The process of BL6513 can ensure the consistent compensatory value.

Power Supply Monitor
The BL6513 contains an on-chip power supply monitor. If the supply is less than 4V  5% then
the BL6513 will go in an inactive state, i.e. no energy will be accumulated when the supply
voltage is below 4V. This is useful to ensure correct device operation at power up and during
power down. The power supply monitor has built-in hysteresis and filtering. This gives a high
degree of immunity to false triggering due to noisy supplies.
The trigger level is nominally set at 4V, and the tolerance on this trigger level is about  5% .
The power supply and decoupling for the part should be such that the ripple at VDD does not
exceed 5V  5% as specified for normal operation.

Digital-To-Frequency Conversion
After multiplication,the low-pass filter is used to attenuate the ac components at the line
frequency and its harmonics. Then the three phase real powers are sent to the adder, and the
arithmetic sum or the absolute value sum (selectable by the pin ADDSEL) can be obtained. The
power sum is passed to the digital-to-frequency converter. In the digital-to-frequency, the power
signal is integrated over time to produce an output frequency. This accumulation of the signal will
suppress any non-dc component in the instantaneous real power signal. Because the average value
of a sinusoidal signal is zero, the frequency generated by the digital-to-frequency is proportional
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BL6513
Three-phase Active
Energy Meter
to the average real power.
Figure 9 shows the calculating process of the output CF:
Fig.9 Real Power-to-Frequency Conversion
As can be seen in the diagram, the output frequency CF is generated by accumulating the
instantaneous real power signal over a much shorter time, while converting it to a frequency. Due
to the short accumulating time, there are still ripple in the CF. This will not be a problem in the
application. Where CF is used for calibration purposes, the frequency should be averaged by the
frequency counter. This will remove any ripple. After the output frequency CF, by other
digital-to-frequency converter, the lower output frequency F1 and F2 are obtained. Because the
outputs F1 and F2 operate at a much lower frequency, much more averaging of the instantaneous
real power signal is carried out. Thus the stability of the output frequency is ensured.

Mode Selection of the Sum of the Three Active Energies
The BL6513 can be set to execute the arithmetic sum of the three active energies,
Wh  WhA  WhB  WhC
Or the sum of the absolute value of these energies,
Wh  WhA  WhB  WhC
.
The selection between the two modes can be made by setting the ADDSEL pin. Logic high and
logic low applied on the ADDSEL pin correspond to the arithmetic sum and the sum of absolute
values, respectively.

Anti-Creep Threshold
In BL6513, when the rms of current and the rms of voltage are 500mV, the anti-creep threshold is
set as the 0.0020 percent of full-scale power. There are anti-creep logics in three phase circuits.
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Three-phase Active
Energy Meter
BL6513
OPERATION MODE

FORMULA of OPERATION
In the BL6513, the output frequency or pulse rate is related to the input voltage signals by the
following equation:
Freq 
12.64  U AP  I A  U BP  I B  U CP  I C   F15
2
VREF
Freq = Output frequency on F1 and F2 (Hz)
UAP, UBP, UCP = Differential rms voltage signal on voltage channels (volts)
IA, IB, and IC = Differential rms voltage signal on current channels (volts)
Vref = The reference voltage (2.42 V ± 8%) (volts)
F1-5 = One of five possible frequencies selected by using the logic inputs SCF, S0, and S1.

Selecting the operation mode
In BL6513, the different operation modes can be selected by the input SCF, S0 and S1. Table I
shows how the two frequencies are related, depending on the states of the logic inputs S0, S1, and
SCF.
SCF
S0
S1
F1-5
Max Freq On F1/F2
For AC input
CF vs.
F1/F2
Max Freq On CF For
AC input[Hz] ①
1
1
1
0.596
0.48
16
7.8
0
0
0
1.19
0.96
160
153.6
1
0
0
8
7.8
0
0
1
15.626
16
1000
1
0
1
19.65
15.626
8
125
0
1
0
19.07
3.125
160
500
1
1
0
4.77
3.9
16
62.5
0
1
1
76.3
62.5
8
500
① The frequency of output CF when input current and Voltage are ±500mV AC signal.
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BL6513
Three-phase Active
Energy Meter
Application circuit
Notice: Sample tested during initial release and after any redesign or process change
that may affect parameter. Specification subject to change without notice. Please ask
for the newest product specification at any moment.
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