Dynamic springset brakes come in two ways. One style holds the load with power applied to the electric brake solenoid. A second type holds with the power disconnected. Poweron brakes secure the load when the specified voltage energizes the solenoid, but lose their grip during a power failure. Poweroff brakes are safe by default. Any power loss engages the brake to hold the load with a mechanical spring. In addition, a poweroff brake is safer and preferred for use on machines where loads move vertically.
Engaging and disengaging the brake takes a finite amount of time, so the equations that compute the time delay determine the final position at which a machine member will either arrive or depart, or the time for a shaft to start or stop moving when commanded by an electrical signal. The two choices available in the brake selection process determine whether the machine stops within a specified time or distance.
WorstCase Selection Parameters
Consider the following parameters before determining brake inertia, brake torque, and operating time delays. Then select a family of brakes from the manufacturers catalog based on these parameters.

Brake mode: power on or power off

Temperature range

Voltage/current range for the brake solenoid

Allowable solenoid temperature rise

Duty cycle—continuous or intermittent

Mechanical brake mounting restrictions or preferences

Stopping operations/requirements: emergency dynamic only, static hold only, or dynamic stop every cycle (total number of dynamic stops required by the application)

Maximum speed and direction of rotation

Mounting position of brake: vertical or horizontal

System drag or friction torque

System inertia

Allowable deceleration time and allowable number of shaft revolutions after issuing a stop command (overshoot)

Cycletocycle stopping tolerance and variation over life

A poweroff brake will hold a load even when power fails because springs supply the actuating force. 

A poweron brake needs electricity to stop or hold a load. 
PowerOff Operation
Consider the poweroff mode first. The brake engages and stops the load within a few milliseconds after the brake solenoid receives the command to release or deenergize. Braking component makers usually supply a graph of the solenoid current versus the time delays. The amount of time delay between deenergizing the solenoid and stopping the load depends on the total system inertia, which is composed of the load inertia and the brake inertia.
Stopping time adds deenergize time and decel time:
Ts = Te + Td
Where:
Ts = time to stop, sec.
Te = energize time, sec
Td = deceleration time, sec
The deceleration rate, dù/dt (rad/sec²), depends upon the total torque required to stop the load and the system inertia:
dù/dt = Tt/Js
Where:
Tt = total torque, lbinch
Js = system inertia = Jl + Jb (load inertia + brake inertia), lbinchsec²
The brakeengage time is typically different from the release time.

The time required for a poweroff brake to engage depends in part on how quickly the armature releases.


Armature release time depends on the circuit controlling it. 

All the pieces of the system add up in determining just how quickly motion stops. 
Stop Within Specified Time
First, estimate the torque required to stop the system inertia within an interval that is half the time that the servomotor can safely hold the load without assistance. At this point in the analysis only the load inertia is known, so a rule of thumb is to add about 25 percent to the load inertia to estimate the brake rotor inertia, that is, Js = 1.25Jl. This information helps determine a candidate brake. After calculating the brake inertia, the suppliers data sheet provides the response time specifications for that brake.
The equation for the estimated torque Tt is:
Tt = 0.1047Js(dù/dt)
Where:
0.1047 is a factor that converts rad/sec to rpm
Js = system inertia, 1.25Jl, lbin.sec²
When the system has substantial drag, Td, it aids in deceleration, so it subtracts from the brake torque rating, Tb:
Tb = Tt  Td
On the other hand, when an overrunning torque develops during deceleration, the brake torque rating increases:
Tb = Tt + Td
Next, select a suitable brake from the catalog, and run through the calculations again using the actual load torque and the specified brake rotor inertia for a new system inertia value. Verify that the brake selected can handle the system torque. If it is unsatisfactory, select the next higher size. When it proves to be satisfactory, calculate the deceleration time, dt, using the new total system inertia:
dt = 0.1047J_{s}(dù/Tt).
Stop Within a Specified Distance
The second option is selecting a brake to stop the load within a specified distance. First, find a brake that fits all the other selection criteria given above, and then calculate the total travel allowed after the command signal is issued to stop the load. This includes the travel while the armature engages, plus the travel during load deceleration. The total travel, S, given in the manufacturers graph of Figure 3 is:
S = [(t_{4}t_{3})+(t_{5}t_{4})/2]ù/60
When the travel does not meet specifications, select another brake assembly and repeat the calculations. Or, consult with the brake maker about changing or adding an arc suppression circuit to quicken the decay time. After the travel is acceptable, calculate the energy absorption.
Energy Absorption
The above calculations address only a single cycle. Now verify that the brake can dissipate the kinetic energy that it absorbs per cycle for as long as it takes to perform the entire operation. In addition, repeated cycling builds up heat, which the solenoid must be able to withstand continuously.
First, calculate the per cycle energy absorption, Eb:
Eb = 4.6(Jù²)104ftlb/cycle
When the friction drag is significant compared to brake torque, modify the energy calculation by the ratio of brake torque to total torque:
Eb = [Tb/Tb +Td][4.6(Jù²)10^{4}ftlb/cycle
When braking at a relatively rapid rate, multiply Eb per cycle by the cycle rate, N:
Ebmin = [Tb/Tb +Td][4.6(Jù²)10^{4}(N)ftlb/min

Most brake manufacturers furnish wear life data for determining expected life based on the number of operations.

Compare the calculated values of energy per cycle and energy per minute with the values given in the product data sheets. The values should be equal to or less than the catalog ratings to ensure that the brakes survive over a long lifetime. Most manufacturers provide wear life data, which help determine the expected life, considering the total number of cycles expected. This is usually estimated by the equation:
Tn = Te/Tc
Where:
Tn = maintenancefree life, cycles
Te = total allowable energy absorption, ftlb
Tc = calculated energy absorbed per cycle, ftlb/cycle

A sweeper benefits from poweroff brakes because they can't be released unless the engine is turning. 
Final Proofing
All solenoidoperated brake systems designed for dynamic braking also apply to staticholding systems. The wear factors for friction materials are more critical for the dynamic mode, so in all cases, the brake component manufacturer should verify the final selection. Not all relevant information and data (including some engineering units of measure) that might be critical to each unique installation is available in catalog data sheets. For example, some information regarding friction materials are proprietary and the life data given in catalog sheets and graphs are computed and collected under optimum laboratory testing conditions. This is because not all realworld installation details can be anticipated and evaluated. The manufacturers calculations may show that your selection proves to have a much greater life expectancy than initially expected. Instead it may show that the next higher rating is the optimal brake assembly for your machine. In most cases the component manufacturer does not charge for this service, so in the end, it is less expensive and shortens project time by obtaining the verification.

Various arc suppression circuits can be built to change the decay time for a solenoid's magnetic field. Decay time is one factor affecting brake engagement time. 