A dispenser fails in one of two ways: it does not deliver, or it delivers twice. Both are
usually blamed on the control board, and both usually trace back to a gear motor for dispensers
that was picked from a catalog page instead of sized against a dispense cycle. Dispenser drives
are unusual because the load is intermittent, the cycle is short, and the mechanism jams.
This guide covers how to size a compact AC drive for spiral coils, rotary gates, paddle wheels,
rollers and augers. It walks through a torque-first method, explains how to read an allowable
load table for a 70 mm frame, and is honest about the duty-cycle and jam limits that trip up
first-time buyers. If you are still comparing frames, start with the
small AC gear reducer motors
range.


Why Dispenser Drives Are Sized Differently
Most gear motor selection assumes a running load that holds steady for hours. A dispenser does
the opposite: it sits idle, executes a fraction of a revolution under load, then stops. Starting
torque and stall behaviour therefore dominate, while continuous thermal capacity matters less —
until someone runs the mechanism for ten minutes straight during a jam. The dispensing element
also sets the load shape: a spiral coil pushes one item at a time, so the load stays close to
constant, while a rotary gate shears through a packed column and spikes at the start of each
cycle.
| Dispenser type | Dispensing element | Motion per cycle | What actually drives the sizing |
|---|---|---|---|
| Snack / vending spiral | Spiral coil | 1–2 turns, then stop | Friction of the full column; position repeatability |
| Bottled drink or can | Paddle wheel or turntable gate | 90–180°, often reversing | Gate shear torque; ability to reverse out of a jam |
| Powder / granule (pet food, coffee) | Rotary gate or auger | ¼ turn to several turns | Shear force through packed material |
| Liquid, soap, sanitiser | Peristaltic or gear pump head | Short continuous run | Running torque against pump head pressure |
| Card, ticket, label | Pinch roller pair | One roller revolution | Pinch force and surface adhesion |
| Cup, lid or coin | Cam, screw or sweeper disc | Partial to full turn | Stack weight, release friction, jam clearance |
Why AC Gear Motors Suit Automatic Dispensers — and When DC Wins
A fixed, mains-powered dispenser has no reason to carry a battery, a power supply and a motor
driver. A single-phase or three-phase AC gear motor runs straight from the line, needs only a
capacitor on single-phase versions, and reverses with a switch rather than an H-bridge. There is
no brush wear to budget for and no driver to fail. The 3RK 15 W and 20 W frames come
as single-phase 110 V or 220 V and three-phase 220 V, in 50 Hz and 60 Hz
ratings; three-phase models need no capacitor.
DC and stepper drives remain the better answer when the dispenser is battery-powered, when the
user must adjust dispensing speed continuously, or when the mechanism needs closed-loop position
feedback. AC induction motors on this frame size give a fixed set of output speeds set by the
gear ratio, so if your design needs variable dosing, plan the mechanics around a two-speed
arrangement or accept a fixed cycle.
Sizing the Drive in Three Steps
Step 1 — Measure the load torque at the dispensing element
Torque at the output shaft is force multiplied by the radius at which that force acts, so work at
the dispensing element, not at the motor. For a rotating gate or paddle wheel of radius r
shearing through a mass m, the resisting force is roughly F = μ × m × g and
the required torque is T = F × r. Two inputs decide whether that estimate holds: μ,
which runs 0.4–0.6 for dry granules on steel and nearer 0.25–0.35 for smooth plastic bottles on a
plastic coil, and m, which must be the worst case — a fully loaded
column, not the single item you tested on the bench.
Step 2 — Add startup and jam margin
The figure you just calculated is steady state. Add a startup factor of 1.3–1.8×,
because static friction and load inertia make the first moments of a cycle cost more than the
rest of it, then a safety margin of 1.2–1.5× to absorb wear, temperature drift
and manufacturing tolerance. Jam allowance is a third factor, but a design decision rather than a
multiplier. Note that starting torque on these AC motors is only about 1.25× rated
torque — 187 mN·m against 150 mN·m rated on a 15 W single-phase model — so
any genuine breakaway load has to be covered by the gear ratio, not by the motor.
Step 3 — Turn torque into ratio and output speed
The gear ratio sets output speed: divide motor speed by the ratio. On a 50 Hz supply the
motor alone turns at 1250–1550 r/min, so a 120:1 box gives roughly 12 r/min at the
output shaft while a 15:1 box gives about 100 r/min. Work backward from your cycle time: a
gate rotating 90° in 1.2 seconds needs 12.5 r/min, which points at a ratio near 120:1. Then
confirm that ratio still delivers the torque from Step 2, checked against the allowable load table
rather than the motor’s rated torque.
Reading the Allowable Load Table
The allowable load table is the real specification for a geared unit: it pairs each ratio with
the maximum torque the gearbox may transmit, separately from the motor’s rated torque. For the
3RK series 70 mm frame in 15 W and 20 W ratings, it runs from 3:1 to 250:1:
| Ratio | Output speed at 50 Hz (r/min) | Max allowable load, 15 W | Max allowable load, 20 W |
|---|---|---|---|
| 3:1 | 500 | 0.28 N·m (2.86 kg·cm) | 0.35 N·m (3.52 kg·cm) |
| 10:1 | 150 | 0.93 N·m (9.46 kg·cm) | 1.24 N·m (12.6 kg·cm) |
| 25:1 | 60 | 2.15 N·m (21.5 kg·cm) | 2.61 N·m (26.1 kg·cm) |
| 50:1 | 30 | 3.92 N·m (39.27 kg·cm) | 4.40 N·m (45.5 kg·cm) |
| 75:1 | 20 | 4.90 N·m (50 kg·cm) | 4.90 N·m (50 kg·cm) |
| 120:1 and above | 12.5 and below | 4.90 N·m (50 kg·cm) | 4.90 N·m (50 kg·cm) |
Two things are worth noticing. Low ratios give speed but very little usable torque — a 3:1 box
on a 15 W motor transmits under 0.3 N·m. And the table stops rising at 4.9 N·m,
the structural limit of the gearbox: a higher ratio does not buy more torque once you reach it.
If your application genuinely needs more than 4.9 N·m, the answer is a larger frame, not a
deeper reduction. The
gear motor size chart
maps frames to their torque ceilings.
Duty Cycle and the 30-Minute Reversible Rating
Small AC gear motors come in two ratings that look identical on a datasheet and behave very
differently in service. The reversible models — the GN suffix in this series — carry a
30-minute rating. They are built for forward-and-reverse positioning work and
run hot if you keep them energised for long stretches. Continuous-rated A models are the ones to
specify when the drive must run without a rest period.
For most dispensers the intermittent duty makes the reversible rating a good fit: a few seconds
of movement, then idle. The risk appears during a jam, when the motor stalls and stays energised
while someone walks over to clear it. A stalled AC motor draws locked-rotor current and heats
quickly, with no internal protection on the motor itself. Add a thermal overload relay or
current-sensing cutout, and define a maximum stall time in your control logic.
Jam Behaviour, Mounting and Overhung Load
Reverse is your first jam-clearance tool
A reversible model lets the control sequence back the mechanism off, clearing most spiral coil
and paddle gate jams without human intervention. On single-phase units reversing is done by
switching the capacitor winding; on three-phase units, by swapping two supply leads. Either way
it is a contactor-level change rather than a firmware feature, so build it into the electrical
design from the start.
A gear motor does not hold a load
A gear motor is a transmission, not a brake. Worm-geometry boxes have a self-locking tendency at
certain ratios, but that is a geometric side effect, not a rated holding function, and it should
never be treated as one on a machine that dispenses anything valuable. If the gate must stay
closed when power is removed, specify a mechanical detent, a spring return or an electromagnetic
brake. Our
gear motor accessories guide
covers the torque arms and mounting kits that pair with these drives.
Keep the load close to the shaft
A paddle wheel on a long unsupported extension turns the dispensed material into a radial force
on the output bearing — the overhung load, which is a separate limit from torque and grows with
distance from the shaft shoulder. Support the far end of the shaft, keep the wheel as close to
the gearbox face as the mechanism allows, and use a torque arm rather than the output shaft to
resist reaction torque. For a long reach, a
40 W frame
with a larger bearing set is more sensible than overloading a 70 mm unit.


Five Selection Mistakes That Cause Dispenser Failures
| Mistake | What shows up in the field | Correction |
|---|---|---|
| Sizing from rated torque only | Mechanism stalls on the first heavy cycle | Start from starting torque (about 1.25× rated here) and add a 1.3–1.8× startup factor |
| Treating the 30-minute rating as continuous | Winding overheating on long or jammed runs | Use a continuous-rated A model, or add rest time and overload protection |
| Choosing the ratio by feel | Cycle too slow for the queue, or too fast to dispense reliably | Work backward from required cycle time to output speed, then to ratio |
| Assuming the drive holds position | Gate creeps open or drops product when power is off | Add a detent, spring return or brake — never rely on gear geometry |
| Ignoring overhung load | Bearing noise, shaft wear, premature gearbox failure | Shorten the overhang, support the far end, mount with a torque arm |
A Worked Example: Granule Dispenser Gate
Take a countertop granule dispenser with a rotating gate of 60 mm radius that must shear
through a packed column weighing 1.5 kg, with a friction coefficient of 0.5 on the gate
surface. Required force is 0.5 × 1.5 × 9.81 ≈ 7.4 N, so steady torque is
7.4 × 0.06 ≈ 0.44 N·m. Applying a 1.8× startup factor and a 1.4× safety margin
gives 0.44 × 1.8 × 1.4 ≈ 1.11 N·m.
The target cycle is 90° of gate rotation in 1.2 seconds, which needs 12.5 r/min at the
output shaft, pointing to roughly a 120:1 ratio. Checking the table, the allowable load at 120:1
is capped at 4.9 N·m — comfortably above the 1.11 N·m required. The 20 W rating
gives more headroom than the 15 W on the same 70 mm frame, which is the sensible choice
if granule density might change later. A
15 W 3RK gear motor
works if the product mix is fixed, while a
25 W frame is
worth considering if the machine will later handle denser material.
Conclusion
Dispenser drive selection comes down to four numbers: the worst-case load torque at the
dispensing element, the startup and safety multipliers on top of it, the output speed your cycle
time demands, and the allowable load the gearbox will transmit at that ratio. Get those right and
the remaining decisions — duty rating, voltage, reversing method, mounting — are
straightforward.
The mistakes that reach production are almost always the same three: sizing on rated torque,
trusting the 30-minute rating for continuous work, and assuming a gear motor for dispensers will
hold a load on its own. The
step-by-step gear motor selection guide
covers the full procedure, and you can send your dispensing cycle details to our engineers for a
sizing check before you commit to a frame.
FAQ
What torque do I need for a dispenser gear motor?
Calculate the worst-case load torque at the dispensing element, then multiply by a 1.3–1.8×
startup factor and a 1.2–1.5× safety margin. A rotary gate shearing through a 1.5 kg packed
column at 60 mm radius works out near 1.1 N·m — well inside the 4.9 N·m allowable
load of a 70 mm frame.
Can a gear motor run a dispenser continuously?
Only if it is a continuous-rated model. Reversible models in this series carry a 30-minute
rating, which suits intermittent dispensing but not a long uninterrupted run. For continuous
dispensing, specify a continuous-rated A model and add overload protection.
How do I calculate the gear ratio for a dispense cycle?
Divide the required output speed by the motor speed. A gate that must turn 90° in 1.2 seconds
needs 12.5 r/min, which against a 1500 r/min motor points to roughly a 120:1 ratio.
Then confirm the allowable load at that ratio still exceeds your required torque.
Is a gear motor self-locking enough to hold the dispenser closed?
No. Self-locking is a geometric tendency of certain gear arrangements, not a rated holding
function. If the gate must stay closed with power removed, use a detent, a spring return or an
electromagnetic brake.
What happens if the dispenser jams and the motor stalls?
A stalled AC motor draws locked-rotor current and heats quickly. These motors have no internal
protection, so add a thermal overload relay or current-sensing cutout, set a maximum stall time
in the control logic, and use reversing to back the mechanism off.
Should I choose 50 Hz or 60 Hz for a dispenser drive?
Match the destination market’s grid. A 50 Hz motor on a 60 Hz supply runs about 20%
faster with proportionally less torque, which changes both cycle time and load margin.



