The brake chopper module is an open style assembly that together with
customer supplied braking resistors can increase the braking torque
capability of a 1336, 1336VT, 1336PLUS, 1336PLUSII, 1336FORCE or
1336IMPACT drive from approximately 10 to 100%.
B003-B250 and C003-C250 1336 Drives.
B003-B250 1336VT Drives.
AQF05-A125, BRF05-B600 and CWF10-C600 1336PLUS and
1336PLUSII Drives.
A001-A125, B001-B600 and C001-C650 1336FORCE and 1336 IMPACT
Drives.
1336 — W
1336
1336VT
1336PLUS
1336PLUS II
1336FORCE
Brake Chopper Module
B009
Voltage RatingContinuous Amp Rating
A = 230VAC018 = 375VDC, 18.0ADC
070 = 375VDC, 70.0ADC
115 = 375VDC, 115.0ADC
B = 380/415/460VAC 009 = 750VDC, 9.0ADC
035 = 750VDC, 35.0ADC
110 = 750VDC, 110.0ADC
C = 575VAC009 = 935VDC, 9.0A DC
035 = 935VDC, 35.0ADC
085 = 935VDC, 85.0ADC
What These Instructions
Contain
How Dynamic Braking Works
These instructions contain the necessary information to select, configure
and install dynamic braking. By completing Selecting a Chopper Module and the Maximum Dynamic Brake Resistance first you will be able to
determine:
1. Whether or not dynamic braking is required for your application.
2. If dynamic braking is required, the rating and quantity of chopper
modules required as well as the size and type of braking resistors
required.
When an induction motor’s rotor is turning slower than the synchronous
speed set by the drive’s output power, the motor is transforming electrical
energy obtained from the drive into mechanical energy available at the drive
shaft of the motor. This process is referred to as motoring. When the rotor
is turning faster than the synchronous speed set by the drive’s output power,
the motor is transforming mechanical energy available at the drive shaft of
the motor into electrical energy that can be transferred back into the utility
grid. This process is referred to as regeneration.
Most AC PWM drives convert AC power from the fixed frequency utility
grid into DC power by means of a diode rectifier bridge or controlled SCR
bridge before it is inverted into variable frequency AC power. Diode and
SCR bridges are cost effective, but can only handle power in the motoring
direction. Therefore, if the motor is regenerating, the bridge cannot conduct
1336-5.65 — March, 2007
Heavy Duty Dynamic Braking3
the necessary negative DC current, the DC bus voltage will increase and
cause a Bus Overvoltage trip at the drive.
Expensive bridge configurations use SCRs or transistors that can transform
DC regenerative electrical energy into fixed frequency utility electrical
energy. A more cost effective solution is to provide a Transistor Chopper
on the DC Bus of the AC PWM drive that feeds a power resistor which
transforms the regenerative electrical energy into thermal energy. This is
generally referred to as Dynamic Braking.
How the Chopper Module
Works
Figure 1 shows a simplified schematic of a Chopper Module with Dynamic
Brake Resistor. The Chopper Module is shown connected to the positive
and negative conductors of an AC PWM Drive. The two series connected
Bus Caps are part of the DC Bus filter of the AC Drive.
A Chopper Module contains five significant power components:
Protective fuses are sized to work in conjunction with a Crowbar SCR.
Sensing circuitry within the Chopper Transistor Voltage Control determines
if an abnormal conditions exist within the Chopper Module, such as a
shorted Chopper Transistor. When an abnormal condition is sensed, the
Chopper Transistor Voltage Control will fire the Crowbar SCR, shorting
the DC Bus, and melting the fuse links. This action isolates the Chopper
Module from the DC Bus until the problem can be resolved.
The Chopper Transistor is an Insulated Gate Bipolar Transistor (IGBT). The
Chopper Transistor is either ON or OFF, connecting the Dynamic Brake
Resistor to the DC Bus and dissipating power, or isolating the resistor from
the DC Bus. There are several transistor ratings that are used in the various
Chopper Module ratings. The most important rating is the collector current
rating of the Chopper Transistor that helps to determine the minimum ohmic
value used for the Dynamic Brake Resistor.
Chopper Transistor Voltage Control (hysteretic voltage comparator)
regulates the voltage of the DC Bus during regeneration. The average values
of DC Bus voltages are:
•375V DC (for 230V AC input)
•750V DC (for 460V AC input)
•937.5V DC (for 575V AC input)
Voltage dividers reduce the DC Bus voltage to a value that is usable in signal
circuit isolation and control. The DC Bus feedback voltage from the voltage
dividers is compared to a reference voltage to actuate the Chopper
Transistor.
The Freewheel Diode (FWD), in parallel with the Dynamic Brake Resistor,
allows any magnetic energy stored in the parasitic inductance of that circuit
to be safely dissipated during turn off of the Chopper Transistor.
1336-5.65 — March, 2007
Heavy Duty Dynamic Braking
4
Figure 1
Schematic of Chopper Module and Dynamic Brake Resistor
To
Voltage Dividers
Chopper Transistor
Voltage Control
+ DC Bus
Dynamic
Brake
Resistor
Chopper
Transistor
Fuse
FWD
FWD
Voltage
Divider
Voltage
Divider
To
Voltage
Control
Signal
Common
To
Voltage
Control
Bus Caps
Crowbar
SCR
Bus Caps
To
Crowbar
SCR Gate
Chopper Modules are designed to be applied in parallel if the current rating
is insufficient for the application. One Chopper Module is the designated
Master Chopper Module, while any other Modules are the designated
Follower Modules.
Two lights are provided on the front of the enclosure to indicate operation.
•DC Power light illuminates when DC power has been applied to the
•Brake On light flickers when the Chopper Module is operating
Fuse
– DC Bus
Chopper Module.
(chopping).
To
Voltage
Control
1336-5.65 — March, 2007
Heavy Duty Dynamic Braking5
How to Select a Chopper
Module and Dynamic Brake
Resistor
As a rule, a Chopper Module can be specified when regenerative energy is
dissipated on an occasional or periodic basis. In general, the motor power
rating, speed, torque, and details regarding the regenerative mode of
operation will be needed in order to estimate what Chopper Module rating
and Dynamic Brake Resistor value to use. If a drive is consistently operating
in the regenerative mode of operation, serious consideration should be given
to equipment that will transform the electrical energy back to the fixed
frequency utility.
In order to select the appropriate Chopper Module and Dynamic Brake
Resistor for your application, the following data must be calculated.
Peak Regenerative Power of the Drive (Expressed in watts of power.)
This value is used to determine:
•The minimum current rating of the Chopper Module
Choose the actual current rating from the selection tables.
•The estimated maximum ohmic value of the Dynamic Brake Resistor
If this value is greater than the maximum imposed by the peak
regenerative power of the drive, the drive can trip off due to transient
DC Bus overvoltage problems.
Minimum Dynamic Brake Resistance
If a Dynamic Brake Resistance value that is less than the minimum imposed
by the choice of the Chopper Module is applied, damage can occur to the
Chopper Transistor.
Dynamic Brake Resistor’s Allowable Ohmic Value Range
(Use the Chopper Module current rating to determine this range.)
These values range between the minimum value set by the Chopper
Transistor current rating and the maximum value set by the peak
regenerative power developed by the drive in order to decelerate or satisfy
other regenerative applications.
Wattage Rating of the Dynamic Brake Resistor
This rating is estimated by applying what is known about the drive’s
motoring and regenerating modes of operation. The average power
dissipation of the regenerative mode must be estimated and the wattage of
the Dynamic Brake Resistor chosen to be greater than the average
regenerative power dissipation of the drive.
Dynamic Brake Resistors with large thermodynamic heat capacities,
defined as thermal time constants less than 5 seconds, are able to absorb a
large amount of energy without the temperature of the resistor element
exceeding the operational temperature rating. Thermal time constants in
the order of 50 seconds and higher satisfy the criteria of large heat capacities
for these applications. If a resistor has a small heat capacity, the temperature
of the resistor element could exceed maximum temperature limits during
the application of pulse power to the element.
1336-5.65 — March, 2007
Heavy Duty Dynamic Braking
6
Selecting a Chopper Module
and the Maximum Dynamic
Brake Resistance
The following calculations are demonstrated using The International
System of Units (SI).
Gather the following information:
•Power rating from motor nameplate in watts, kilowatts, or horsepower
•Speed rating from motor nameplate in rpm or rps (radians per second)
•Motor inertia and load inertia in kg-m
2
or lb-ft
2
•Gear ratio (GR) if a gear is present between the motor and load
•Motor shaft speed, torque, and power profile of the drive application
Figure 2 shows the speed, torque, and power profiles of the drive as a
function of time for a particular cyclic application that is periodic over t
4
seconds. The desired time to decelerate is known or calculable and is within
the drive performance limits. In Figure 2, the following variables are
defined:
ω(t) = Motor shaft speed in radians per second (rps)
Rad
ω ✕
N(t) = Motor shaft speed in Revolutions Per Minute (RPM)
2πN
=
60
s
T(t)
= Motor shaft torque in Newton-meters
1.0 lb-ft = 1.355818 N-m
= Motor shaft power in watts
P(t)
1.0 HP = 746 watts
= Motor shaft peak regenerative power in watts
-Pb
1336-5.65 — March, 2007
Figure 2
Application Speed, Torque and Power Profiles
ω
(t)
ω
b
ω
o
0t
T(t)
1
t
2
Heavy Duty Dynamic Braking7
t1 + t
t
3
t
4
4
t
0t
1
t
2
P(t)
0t
1
t
2
-Pb
t1 + t
t1 + t
4
4
t
3
t
3
t
4
t
4
t
t
1336-5.65 — March, 2007
Heavy Duty Dynamic Braking
8
Step 1 — Determine Gear Ratio
Step 2 — Determine the Total Inertia
Turns of Load
GR=
Turns of Motor
GR = _________
JT = Jm + GR2 ✕ JL JT= Total inertia reflected to the motor shaft (kg-m2 or lb-ft2)
J
= Motor inertia (kg-m2 or lb-ft2)
m
GR = Gear ratio of any gear between motor and load
(dimensionless)
J
= Load inertia (kg-m2 or lb-ft2)
L
1.0 lb-ft
2
= 0.04214011 kg-m
2
JT = [+] ✕[]
Step 3 — Calculate the Peak Braking Power
J
✕ωb (ωb - ωo)
T
Pb =
(t
- t2)
3
JT= Total inertia reflected to the motor shaft (kg-m2)
Compare the peak braking power to that of the rated motor power. If the
peak braking power is greater that 1.5 times that of the motor, then the
deceleration time (t
- t2) needs to be increased so that the drive does not
3
go into current limit.
1336-5.65 — March, 2007
Heavy Duty Dynamic Braking9
Step 4 — Calculate the Maximum Dynamic Brake Resistance Value
R
db1 =
2
V
d
P
b
R
= Maximum allowable value for the dynamic brake
db1
resistor (ohms)
= DC Bus voltage the chopper module regulates to
V
d
(375V DC, 750V DC, or 937.5V DC)
P
= Peak braking power calculated in Step 2 (watts)
b
[✕]
R
db1 =
[]
R
= _________ ohms
db1
The choice of the Dynamic Brake resistance value should be less than the
value calculated in Step 4. If the resistance value is greater than the value
calculated in Step 4, the drive can trip on DC Bus overvoltage.
Step 5 — Calculate the Minimum Chopper Module Current Rating
Id1 =
V
d
R
db1
Id1= Minimum current flow through Chopper Transistor
= Value of DC Bus voltage chosen in Step 3
V
d
= Value of Dynamic Brake Resistor calculated in Step 3
R
db1
[]
Id1 =
[]
The value of I
sets the minimum current rating for the Chopper Module.
d1
Id1 = __________ amps
When choosing a Chopper Module, the current rating for the Chopper
Transistor must be greater than or equal to the value calculated for I
d1
.
Step 6 — Calculate the Minimum Dynamic Brake Resistor Value
R
R
db2 =
R
V
d
0.75 ✕ I
[]
db2 =
[]
d2
= Minimum ohmic value of the Dynamic Brake Resistor
db2
= Value of DC Bus voltage chosen in Step 3
V
d
= Value of Chopper Module current rating
I
d2
R
= __________ ohms
db2
This step calculates the minimum resistance value that the Dynamic Brake
Resistor can have. If a lower resistance were to be used with the Chopper
Module of choice, the IGBT could be damaged from overcurrent.
1336-5.65 — March, 2007
Heavy Duty Dynamic Braking10
Step 7 — Choose the Dynamic Brake Resistance Value
Use to Table 1a, 2a, or 3a to choose the correct table based on the Chopper
Module’s regulating voltage.
1. Find the column that lists the value of Dynamic Brake Resistance for
the various Dynamic Brake Resistor assemblies.
2. Choose the resistor value that lies between R
Preferred resistance values are as close R
and R
db1
as possible.
db1
db2
.
Step 8 — Estimate the Minimum Wattage Requirements for the Dynamic
Brake Resistor
It is assumed that the application exhibits a periodic function of acceleration
and deceleration. If (t
deceleration from rated speed to 0 speed, and t
the process repeats itself, then the average duty cycle is (t
- t2) equals the time in seconds necessary for
3
is the time in seconds before
4
- t2)/t4. The
3
power as a function of time is a linearly decreasing function from a value
equal to the peak regenerative power to 0 after (t
The average power regenerated over the interval of (t
The average power in watts regenerated over the period t
P
ωb + ω
b
(
2
- t2= Deceleration time from ωb toωo (seconds)
3
= Total cycle time or period of process (seconds)
4
= Peak braking power (watts)
b
= Rated motor speed (Rad / s)
b
= A lower motor speed (Rad / s)
o
o
)
ω
b
Pav =
[t
- t2]
3
✕
t
4
Pav= Average dynamic brake resister dissipation (watts)
t
t
P
ω
ω
- t2) seconds have elapsed.
3
- t2) seconds is Pb/2.
3
is:
4
Example Calculation
1336-5.65 — March, 2007
[–]
Pav =
[]
[]
✕
2
Pav = _________ watts
The Dynamic Brake Resistor power rating, in watts, that is chosen should
be equal to or greater than the value calculated in Step 8.
Application Information
A 100 HP, 460 Volt motor and drive is accelerating and decelerating as
depicted in Figure 2.
•Cycle period (t
) is 60 seconds
4
•Rated speed is 1785 RPM
•Deceleration time from rated speed to 0 speed is 6.0 seconds
•Motor load can be considered purely as an inertia
•All power expended or absorbed by the motor is absorbed by the
motor and load inertia
•Load inertia is directly coupled to the motor
•Motor inertia plus load inertia is given as 9.61 kg-m
2
Heavy Duty Dynamic Braking11
Calculate Application Values
Use the Application Information to calculate the necessary values to choose
an acceptable Chopper Module and Dynamic Brake Resistor.
Rated Power of Motor = 100 HP × 746 = 74.6 kW
This information is given and must be known before the calculation process
begins. If this rating is given in horsepower, convert to watts before using
in the equations.
This information is given and must be known before the calculation process
begins. If this rating is given in RPM, convert to radians per second before
using in the equations.
Total Inertia = 9.61 kg-m2 = J
T
If this value is given in lb-ft2 or Wk2, convert to kg-m2 before using in the
equations. Total inertia is given and does not need further calculations as
outlined in Step 2.
Deceleration Time = 6.0 seconds = (t3 - t2)
Period of Cycle = 60 seconds = t
DC Bus Voltage = 750 Volts = V
4
d
This is known because the drive is rated at 460 Volts rms.
If a drive is rated 230 Volts rms, V
If a drive is rated 575 Volts rms, V
= 375 Volts.
d
= 937.5 Volts.
d
Select the Correct Chopper Module
Peak Braking Power = J
2
ω
/(t3 - t2) = 55.96 kW = P
T
b
This is 75% rated power and is less than the maximum drive limit of 150%
current limit. This calculation is the result of Step 3 and determines the peak
power that must be dissipated by the Dynamic Brake Resistor.
Maximum Dynamic Brake Resistance = V
2
/Pb = 10.5 ohms = R
d
db1
This calculation is the result of Step 4 and determines the maximum ohmic
value of the Dynamic Brake Resistor. Note that a choice of V
= 750 Volts
d
DC was made based on the premise that the drive is rated at 460 Volts.
Minimum Current Flow = V
= 74.62 amps = I
d/Rdb1
d1
This calculation is the result of Step 5. This is the minimum value of current
that will flow through the Dynamic Brake Resistor when the Chopper
Module Transistor is turned on. Refer to Table 2b in the Installation
Instructions for the Brake Chopper Module, Publication 1336-5.65. Choose
the Brake Chopper Module whose peak current capacity is greater than
74.62 amps. The correct choice must be the WB035 Chopper Module
because it has a current rating greater than 74.62 amps.
This is the result of Step 6 and is also included as a value in Table 2b.
Choose the 10.4 ohms resistor, type T10F4R2K97, rated at 2.97 kW from
Tabl e 2 a.
Average Power Dissipation = [(t3 - t2)/t4]Pb/2 = 2.8 kW = P
av
This is the result of calculating the average power dissipation as outlined
in Step 8. Verify that the power rating of the Dynamic Brake Resistor chosen
in Step 7 is greater than the value calculated in Step 8. Note that the actual
resistor wattage rating is much greater than what is needed. The type
T10F4R2K97 assembly is the best choice based on resistance and wattage
values.
Resistor assemblies listed are manufactured by IPC Power Resistors
International Incorporated and Powerohm Resistors Incorporated and have
been tested with Allen-Bradley Chopper Modules.
Available resistor assembly options include an overtemperature switch (see
Wiring Schemes), auxiliary terminal blocks and custom enclosures.
For purchase information, contact:
IPC Power Resistors International Inc.
167 Gap Way
Erlanger, KY 41018
Tel. 859-282-2900 Fax. (859) 282-2904
www.ipcresistors.com
Powerohm Resistors Inc.
5713 13th Street
Katy, TX 77493
Tel. 800-838-4694 Fax. (859) 384-8099
www.powerohm.com
1336-5.65 — March, 2007
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