1Select Units
2Scenario
3Parameters
lb
ft/s²
—
ft/s²
4Free Body Diagram
FIG. 01
HORIZONTAL
5Results
This tool is for general reference and does not replace thorough engineering evaluations for applications.
Net Applied Force Required
—
POUNDS-FORCE
WWeight
—lbf
NNormal Force
—lbf
fFriction Force
—lbf
Fg∥Gravity Component
—lbf
EQUATION › F = ma + μ·mg · horizontal motion
1Units
2Material
—
lb/ft³
×
start
Select a material to fill μ and h from the reference table.
3Gate Geometry
in
in
in
0°
From vertical
0°
From horizontal
4Closing Through Material Column?
5Free Body Diagram
FIG. 01 · GATE SECTION
CLOSING UNDER LOAD
6Results
This tool is for general reference and does not replace thorough engineering evaluations for applications.
Required Actuator Force · Breakaway
—
POUNDS-FORCE
AGate Area
—ft²
PMaterial Pressure on Blade
—psf
FNNormal Load on Guides
—lbf
FRRunning Force (avg)
—lbf
METHOD › initializing…
1Blade Configuration
2Application
3Damper Dimensions
in
in
ft
lbs/in
4Application Notes
› Engineering reference
- Effects of high gas temperatures are not included in formulas.
- For isolation / shut-off dampers, select actuator according to breakaway torque or force.
- For control dampers, select actuator according to running torque or force.
- Control torque is based on 3600 ft/min gas velocity.
5Damper Schematic
FIG. 01 · DAMPER ELEVATION
OPPOSED · SHUT-OFF
6Results
This tool is for general reference and does not replace thorough engineering evaluations for applications.
Required Torque
—
FT-LBS
Actuator Force
—
LBS
CHalf Blade Width
—in
τTorque (in-lbs)
—in-lbs
ADamper Area
—ft²
FORMULA › initializing…
1Operating Condition
2Gate Geometry
in
in
lbs
30°
From vertical
3Material & Mechanical
lb/ft³
ft
—
4Application Notes
› Engineering reference
- Select actuator according to breakaway force requirements.
- If gate is non-symmetrical, use the larger of the two angles for Ø'.
- To move the gate back toward the centerline, actuator torque must exceed gate torque.
- Acceleration factor based on velocity of 3.5 m/s or less.
5Gate Schematic
FIG. 01 · DIVERTER ELEVATION
MOVING STREAM · Ø'=30°
6Results
This tool is for general reference and does not replace thorough engineering evaluations for applications.
Running Force · Rf
—
LBS
Breakaway Force · BAf
—
LBS
AProjected Length
—ft
BProjected Height
—ft
cgCenter of Gravity
—ft
W₂Material Load
—lbs
W₃Blade Weight
—lbs
τGate Torque
—ft-lbs
FORMULAS › initializing…
1Solve For
2Units
3Input Value
ft-lbs
4Geometry
in
0°
From perpendicular (0° = optimal)
%
5Application Notes
› Engineering reference
- F = τ / r when force is applied perpendicular to the lever arm.
- Off-axis force reduces effective torque by cos(θ).
- Add a 1.2–1.5× safety factor when sizing actuators.
- Efficiency accounts for pivot friction and linkage losses.
6Schematic
FIG. 01 · LEVER ARM
TORQUE → FORCE
7Results
This tool is for general reference and does not replace thorough engineering evaluations for applications.
Linear Force at Lever End
—
POUNDS-FORCE
τ⊥Effective Torque
—ft-lbs
F⊥Perpendicular Force
—lbf
cos θAngle Factor
—
FORMULA › initializing…
1Motion Profile
in
Enter the stroke and pick a speed to fill the extend and retract times, or type the times yourself.
sec
sec
sec
sec
2Frequency
cyc/hr
3Application Notes
› Duty cycle reference
- Duty cycle = motion time ÷ (motion + dwell) × 100%.
- Rated values: 25% = standard, 50% = high-cycle, 100% = continuous.
- Exceeding rating causes motor thermal trips and reduces life.
- Includes safety derate of 20% on demand vs. rating.
4Cycle Timeline
FIG. 01 · ONE CYCLE
CYCLE: 56s
5Results
This tool is for general reference and does not replace thorough engineering evaluations for applications.
Actual Duty Cycle Demand
—
PERCENT MOTION TIME
tmMotion / Cycle
—sec
tcTotal Cycle
—sec
NCycles / Hour
—cyc/hr
ΔHeadroom
—% pts
ηmaxMax Allowable
—cyc/hr
τMin Dwell Needed
—sec
FORMULA › initializing…
1Solve For
2Units
3Lever Geometry
in
0°
Initial position
4Motion
90°
Total rotation
5Application Notes
› Engineering reference
- Stroke is the chord traced by the pin as the lever rotates.
- S = 2·r·sin(α/2) when symmetric about the perpendicular.
- Off-axis pin paths add a non-linear correction — for non-symmetric mounts, use the start/end angle math.
- Add 10–15% to the required stroke for end-of-travel overrun and tolerance.
6Schematic
FIG. 01 · ROTARY → LINEAR
ANGLE → STROKE
7Results
This tool is for general reference and does not replace thorough engineering evaluations for applications.
Required Linear Stroke
—
INCHES
SStroke (chord)
—in
αTravel Angle
—°
LarcArc Length
—in
+15%Stroke with Margin
—in
θ1End Angle
—°
S/rStroke Ratio
—
FORMULA › initializing…