rahuljadhav1 Posted October 25, 2007 Report Share Posted October 25, 2007 Dear all, Please explain in detail that, How to calculate Braking resistor Kw ,Ohm ? Any general thumb rule exsist? Take care Link to comment Share on other sites More sharing options...

marke Posted October 25, 2007 Report Share Posted October 25, 2007 When the variable speed drive causes the motor to decelerate, the kinetic energy in the load needs to be dissipated somewhere. If the rate of deceleration is slow enough, the energy is consumed as work energy, but as the rate of deceleration is increased, the flow of energy from the load becomes higher than the flow of energy out the motor shaft. This energy is typically dumped via a chopper circuit into a bank of one or more braking resistors. The resistance determines the maximum rate at which the energy can be taken from the load. The rating of the brake chopper transistor also determines the maximum current that can be drawn from the load. The drive manual will specify the minimum resistance that can be used as a brake resistor. If you use a resistor less than that value, you will damage the brake chopper transistor. The power rating of the resistor is dependent on the power that needs to be dissipated. There are two issues, the average power and the peak power dissipation. The peak power can be determined from the deceleration torque required. If you need 100% braking torque while braking, then the peak power rating is equal to the motor input power rating. The average power rating is related to the peak power and the time spent with the brake applied. Best regards, Mark Empson | administratorSkype Contact = markempson | phone +64 274 363 067LMPForum | Power Factor | L M Photonics Ltd | Empson family | Advanced Motor Control Ltd | Pressure Transducers | Smart Relay | GSM Control | Mark Empson Website | AuCom | Soft Starters Link to comment Share on other sites More sharing options...

KBrown Posted October 28, 2007 Report Share Posted October 28, 2007 You need to calculate the braking power required to decelerate the motor and connected inertia over the delta RPM of interest. I am going to make the assumption that your decel rate is Linear. The following approach should give you reasonable results. You will need to know a number of things about your system. Also - since I am referencing an old spreadsheet I developed that has proven to work well in applications I have dealt with in the 480V drive realm between 5HP and 250HP - I can't vouch that it is 100% applicable to your application if your parameters are much different than mine. DC Bus Voltage trigger point at which the Braking Circuit Turns ON (Volts)Motor and Load Inertia (lb-ft^2)RPM at start of Decel (RPM)RPM at completion of Decel (RPM)Minimum Brake Resistor Resistance recommended by the drive manufacturer (Ohms) Start by calculating the Braking Torque. . . Braking Torque (lb-ft) = Rotational_Inertia (lbxft^2) x Delta RPM / (308 x decel time in seconds) Peak Braking Power (HP) = Braking Torque (lb-ft) x Max RPM / 5250 Min Braking Power = Braking Torque (lb-ft) x Min RPM / 5250 (obviously if you are braking to a stop, min braking power = zero) Average Braking Power (HP) = (Max - Min) / 2 You also need to know the time between Decel Events in seconds. Typical minimum braking resistance = V_DCBUS^2 / (Average Braking Power (HP) x 746) Ohms Select a resistor that has a Lower Resistance than the Minimum Braking Resistance - YET a higher resistance that that recommended by the drive manufacturer. Once you pick a resistor - check to ensure that it has a high enough peak power rating by using the following equation. Peak Power (kW) = V_DCBUS^2 / (Resistance (Ohms) x 1000) Also - make sure the resistor can dissipate the Average Power (kW) = Decel Time (sec) / Time between stops (sec) x Peak Power This should get you in the ballpark. There are a number of good references for this method and alternate methods on the Emerson Control Techniques website. Link to comment Share on other sites More sharing options...

rahuljadhav1 Posted October 29, 2007 Author Report Share Posted October 29, 2007 You need to calculate the braking power required to decelerate the motor and connected inertia over the delta RPM of interest. I am going to make the assumption that your decel rate is Linear. The following approach should give you reasonable results. You will need to know a number of things about your system. Also - since I am referencing an old spreadsheet I developed that has proven to work well in applications I have dealt with in the 480V drive realm between 5HP and 250HP - I can't vouch that it is 100% applicable to your application if your parameters are much different than mine.DC Bus Voltage trigger point at which the Braking Circuit Turns ON (Volts)Motor and Load Inertia (lb-ft^2)RPM at start of Decel (RPM)RPM at completion of Decel (RPM)Minimum Brake Resistor Resistance recommended by the drive manufacturer (Ohms)Start by calculating the Braking Torque. . . Braking Torque (lb-ft) = Rotational_Inertia (lbxft^2) x Delta RPM / (308 x decel time in seconds) Peak Braking Power (HP) = Braking Torque (lb-ft) x Max RPM / 5250 Min Braking Power = Braking Torque (lb-ft) x Min RPM / 5250 (obviously if you are braking to a stop, min braking power = zero) Average Braking Power (HP) = (Max - Min) / 2 You also need to know the time between Decel Events in seconds. Typical minimum braking resistance = V_DCBUS^2 / (Average Braking Power (HP) x 746) Ohms Select a resistor that has a Lower Resistance than the Minimum Braking Resistance - YET a higher resistance that that recommended by the drive manufacturer. Once you pick a resistor - check to ensure that it has a high enough peak power rating by using the following equation. Peak Power (kW) = V_DCBUS^2 / (Resistance (Ohms) x 1000) Also - make sure the resistor can dissipate the Average Power (kW) = Decel Time (sec) / Time between stops (sec) x Peak Power This should get you in the ballpark. There are a number of good references for this method and alternate methods on the Emerson Control Techniques website. hi Kbrown thx for help. take care Link to comment Share on other sites More sharing options...

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