I also will need dynamic braking module.
Most likely, you'll new
a few modules, depending on the inertial load being stopped & how fast you need it to stop :nana:
This is a typical situation for my lathe ... the 70# Set-Tru chuck is spinning 2000 rpm while working on an aluminum part, the 60# rotor (inside the motor) is spinning 1750 rpm, and the gears inside the head stock are spinning at who knows how many rpm ... best guess is that a single DBM will not stop the chuck as fast as you want. Two might do it, three probably would give the result you want. If you need an instant stop with a large inertial load, get out your checkbook & be prepared to write in a big number
any cheaper alternatives?
None that can be recommended. It is
possible to make up a bank of large power resistors, but they aren't cheap:
Not only that, but the calculation is interesting:
Sizing the Dynamic Brake Module
Gather the following information:
1. The nameplate power rating of the motor in watts, kilowatts, or horsepower.
2. The nameplate speed rating of the motor in rpm.
3. The motor inertia and load inertia in lb-ft2.
4. The gear ratio, if a gear is present between the motor and load, GR.
5. Review the Speed, Torque Power profile of the application.
Equations used for calculating Dynamic Braking values will use the following variables.
ω(
t) = The motor shaft speed in Radians/second, or
N(t) = The motor shaft speed in Revolutions Per Minute, or RPM
T(t) = The motor shaft torque in Newton-meters, 1.01 lbft - 1.355818Nm
P(t) = The motor shaft power in Watts, 1.0HP = 746 Watts
-Pb = The motor shaft peak regenerative power in Watts
Step 1 – Determine the Total Inertia
JT = Jm + GR2 X JL
JT = Total interia reflected to the motor shaft, kilogram-meters2, kg-m2, or pound-feet2, lb-ft2
Jm = Motor inertia, kilogram-meters2, kg-m2, or pound-feet2, lb-ft2
GR = The gear ratio for any gear between motor and load, dimentionless
JL = Load inertia, kilogram-meters2, kg-m2, or pound-feet2, lb-ft2 -- 1 lb-ft2 = 0.04214011 kg-m2
Step 2 – Calculate the Peak Braking Power
JT = Total inertia reflected to the motor shaft, kg-m2
ω = rated angular rotational speed,
N = Rated motor speed, RPM
t3 - t2 = total time of deceleration from rated speed to 0 speed, in seconds
Pb = peak braking power, watts ( 1.0 HP = 746 Watts)
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, the deceleration time, (t3-t2), needs to be increased so that the drive does not go into current limit. Use 1.5 times because the drive can handle 150% current maximum for 3 seconds.
Peak power can be reduced by the losses of the motor and inverter.
Step 3 – Calculating the Maximum Dynamic Brake Resistance Value
Vd = The value of DC Bus voltage that the chopper module regulates at and will equal 375Vdc, 750Vdc, or 937.5Vdc
Pb = The peak braking power calculated in step 2
Rdb1 = The maximum allowable value for the dynamic brake resistor
The choice of the Dynamic Brake resistance value should be less than the value calculated in step 3. If the value is greater than the calculated value, the drive can trip on DC Bus overvoltage. Remember to account for resistor tolerances.
(I didn't make that up, it was copied & pasted from one of the many websites discussing DBM)
For most users, it make sense to buy what the manufacturer suggests. Try one DBM & see if the results are "good enough" ... if not, add a second DBM & see if that does what you want. At some point you'll get the machine to stop in the time frame desired.
CAUTION: People have tried various means of cheaply replacing the DBM or the power resistors ... when they fail, the drive is destroyed. Unless you really spend the time to understand what is needed, it's cheaper to buy the factory DBM than it is to replace the drive.