Industrial Robot Payload-to-Weight Ratio Simulator Back
Industrial Robotics

Industrial Robot Payload-to-Weight Ratio Simulator

Enter rated payload, reach and tool conditions for a 6-DOF articulated, SCARA, delta or collaborative robot and compare payload-to-weight ratio (TWR), wrist load torque, inertia and cycle time instantly. A first-pass filter to use before opening FANUC, ABB, Yaskawa or Universal Robots catalogs.

Parameters
Robot type
Each mechanism sets a typical TWR and repeatability
Rated payload m_payload
kg
Maximum reach r
m
Tool (end-effector) mass
kg
Tool COG offset r_COG
mm
Distance from the flange face to the tool+workpiece COG
Target tip speed V
m/s
Motion type
Main application (display only; not factored into physics)
Results
Robot mass (kg)
Effective payload (kg)
Wrist load torque (N·m)
Wrist allowable torque (N·m)
Inertia load (kg·m²)
Cycle time (s)
Robot arm schematic — motion arc and TWR gauge

Base → arm → wrist → payload links and an arc trajectory are animated. The gauge in the upper-right shows the typical TWR for the selected mechanism.

TWR comparison by mechanism
Payload vs reach — design map
Theory & Key Formulas

$$TWR = \frac{m_{payload}}{m_{robot}},\quad \tau_{wrist} = (m_{tool}+m_{payload})\,g\,r_{COG}$$

TWR (Payload-to-Weight Ratio) is the ratio of rated payload to robot mass. Wrist load torque τ_wrist is the tool+workpiece mass times the COG offset r_COG from the flange.

$$\tau_{allow}\;\approx\;m_{payload}\,r\,g\,\cdot\,0.1,\qquad J\,\approx\,(m_{tool}+m_{payload})\,r^{2}$$

Empirical wrist allowable torque (roughly payload·reach·g·0.1 for a 6-DOF) and inertia load J. A larger J inflates the tracking error during servo acceleration.

One-liner: 6-DOF TWR 0.05-0.10, SCARA 0.15-0.25, delta 0.05-0.10, cobot 0.08-0.12. Use wrist load to flag oversized tools.

Industrial Robot Payload vs Weight Ratio (TWR) — Payload Design

🙋
I keep hearing that two robots rated for "10 kg payload" can have completely different body masses depending on the maker and mechanism. How do I actually pick one?
🎓
Good observation. The key indicator is the payload-to-weight ratio, TWR. A 6-DOF articulated arm has to be stiff so it ends up around 125 kg just to lift 10 kg. A SCARA is mechanically simpler and pulls the same 10 kg with about 50 kg of body mass. A delta lightens the arms to 0.05-0.10, and a collaborative robot is 0.08-0.12 once you count the safety-rated reducers. Floor loading, base frame cost and electrical service all follow from this number, so TWR is the very first filter you apply when narrowing the field.
🙋
OK, but we also attach tools — grippers, welding torches. Are those counted in the "payload"?
🎓
Great question. The "rated payload" in the catalog is the total mass mounted on the flange. So a 3 kg vacuum gripper plus a 7 kg workpiece equals 10 kg, just at the limit of a 10 kg-rated robot. Then the COG offset r_COG matters: wrist torque is τ = m·g·r, so a workpiece sitting 100 mm out from the flange produces a much larger torque than its weight alone suggests. Always cross-check against the vendor's payload diagram.
🙋
Longer reach lets us pick parts that are farther away, so longer should always be better, right? Any catch?
🎓
Plenty of catches. As reach grows, the wrist allowable torque drops in relative terms (this tool approximates it as payload·reach·g·0.1), and the inertia load goes as J ∝ r², so doubling the reach quadruples J. The servos cannot accelerate hard enough, cycle time grows, path accuracy slips and vibration appears. The rule of thumb is "minimum required reach plus 10-15% margin". If you need 1.6 m for a body-weld job, pick a 1.8 m reach robot rather than a 2.5 m one.
🙋
One last thing. Collaborative robots are everywhere lately — how do they really differ from a normal 6-DOF arm?
🎓
The big difference is safety. A regular 6-DOF arm runs inside a fence at about 2 m/s, but a cobot has its tip force limited by ISO/TS 15066 to share space with people, so typical tip speeds are 0.25-1.0 m/s. Universal Robots, KUKA iiwa, FANUC CRX and TechMan TM live here. The trade-off is cycle time, so cobots are weak in high-volume pick-and-place but unbeatable in mixed-product cells where humans hand parts in.

Frequently Asked Questions

TWR (Payload-to-Weight Ratio) is the rated payload m_payload divided by the robot mass m_robot: TWR = m_payload / m_robot. 6-DOF articulated robots run 0.05-0.10 because they need stiff cast-iron links, SCARA reaches 0.15-0.25 thanks to its simpler kinematics, delta robots are 0.05-0.10 with lightened parallel arms, and collaborative robots sit at 0.08-0.12 due to safety-rated reducers. Carrying the same 10 kg, a 6-DOF arm weighs about 125 kg whereas a SCARA can be 50 kg. TWR affects floor loading, base cost and cycle time, so use it as the very first filter when picking a mechanism.
Wrist load torque is τ_wrist = (m_tool + m_payload) × g × r_COG, the product of the tool plus workpiece mass and the COG offset r_COG from the flange. When it exceeds the allowable wrist torque (a rule of thumb is payload × reach × g × 0.1 for a 6-DOF), you see (1) wrist servo overload, (2) accelerated reducer wear and (3) a sharp loss of path accuracy. The fix is a lighter tool, a redesign that pulls the COG back toward the flange face, or stepping up to a larger model. Always read the manufacturer's payload diagram (FANUC, ABB, Yaskawa).
Each robot joint has a maximum angular speed, typically around 200 deg/s ≒ 3.5 rad/s. End-effector speed v = ω × r is proportional to reach r, but the acceleration distance grows with r². Doubling the reach doubles peak speed yet quadruples the distance to stop, so one pick-and-place cycle ends up 1.4-1.8 times longer. This tool uses cycle ≈ 4·reach / V as a first-order estimate; for accurate motion timing use the vendor simulators such as ABB RobotStudio, FANUC RoboGuide or Yaskawa MotoSim.
Repeatability is the scatter when the robot returns to the same taught point — the RP value defined by ISO 9283. Typical figures are ±0.05 mm for 6-DOF, ±0.01 mm for SCARA, ±0.02 mm for delta and ±0.10 mm for cobots. Absolute accuracy is the gap between the commanded coordinate and the actual reached coordinate; with link tolerances, joint compliance and calibration residuals it is usually 0.05-0.5 mm. For offline-taught programs without vision correction, accuracy dominates: pick-and-place and palletizing care about repeatability, while sealing, assembly and bonding care about absolute accuracy.

Real-World Applications

Selecting robots for automotive spot-welding lines: Body-in-white welding lines need 165-210 kg payload arms to swing 2.5-3.5 t servo guns, a niche dominated by FANUC R-2000iC, ABB IRB 6700 and Yaskawa GP110/180/210. With TWR around 0.08, the robot itself weighs 1.2-2.6 t, so floor loading and anchor design become first-priority gates: not only "can it carry the weight" but "can the floor carry the robot".

Delta robots for high-rate electronic-parts pick-and-place: Confectionery packing and small-part transfer commonly demand 100-200 picks/min, which selects SCARA or delta. The ABB FlexPicker IRB 360 and Adept Quattro use a parallel-link layout to slash arm inertia. TWR sits at 0.05-0.10, but tip inertia is tiny and tip speeds of 3-10 m/s become reachable, which is why this tool widens its top-speed window when delta is selected.

Parts feed and assembly with collaborative robots: Universal Robots UR10e, KUKA iiwa, FANUC CRX, TechMan TM12 use ISO/TS 15066-compliant force limiting to run without fences, perfect for mixed-product lines and cells where humans hand parts in. The catch is the safety-rated slowdown that 1.5-2× the cycle time, so for volumes above 10 k units/year the conventional 6-DOF-plus-fence often wins on ROI; the selection hinges on that calculation.

Palletizing robots — payload and stacking speed: Stacking 20 kg bags at 1200 bags/h across 15 layers calls for Yaskawa MPL160, FANUC M-410iC, ABB IRB 660 and other 160-310 kg purpose-built palletizers. The selection cube is "payload × stack height × reach": payload alone is not enough; 3.1-3.5 m reach, high-torque 3-axis wrists and Z-axis motion optimization all combine in a three-dimensional evaluation.

Common Misconceptions and Pitfalls

The first trap is treating "catalog rated payload" as "workpiece capacity". A "Payload 10 kg" line in the catalog is the cap on the total mass mounted on the flange, tool included. Add a 3 kg vacuum gripper and the workpiece limit is 7 kg. Worse, without reading the vendor's payload diagram (load chart), COG offset and inertia can cut the usable payload to half the rated value. FANUC, ABB and Yaskawa data sheets always include a Load Capacity Diagram — overlay your real tool and workpiece on it before committing.

The second misconception is "higher TWR equals a better robot". SCARA and delta have high TWR but their workspace, degrees of freedom and reachable orientations are restricted, so they cannot compete with a 6-DOF for general use. For three-dimensional sealing or assembly, a TWR-0.07 6-DOF crushes a TWR-0.20 SCARA in capability. TWR compares mechanisms within a single use case, not across use cases.

The third pitfall is confusing repeatability with absolute accuracy. Catalogs love to quote ±0.05 mm repeatability, but that is the scatter at a single taught point, not the deviation when you hand the robot a CAD coordinate. Absolute accuracy is typically 5-10× the repeatability figure — 0.2-0.5 mm is the norm. Offline teaching, vision-less assembly and precision laser machining all live in the accuracy-dominated regime, so discussing required precision in terms of repeatability is a classic field surprise. Look at calibration options such as ABB Absolute Accuracy or Yaskawa AC Calibration.

How to Use

  1. Enter the robot's rated payload capacity in kilograms (e.g., 10 kg for a collaborative robot, 50 kg for a SCARA).
  2. Input the horizontal reach in meters—measure from the robot base rotation axis to the tool flange center (typical range 0.5–2.5 m).
  3. Specify the tool/end-effector mass in kilograms and its center-of-gravity offset in millimeters from the wrist flange.
  4. The simulator calculates effective payload, wrist load torque, allowable torque margin, moment of inertia, and estimated cycle time for pick-and-place operations.

Worked Example

A SCARA robot with 5 kg rated payload, 0.8 m horizontal reach, and a pneumatic gripper weighing 0.6 kg with COG offset of 25 mm: Robot mass ≈ 35 kg; Effective payload = 5 − 0.6 = 4.4 kg; Wrist load torque = (4.4 + 0.6) × 9.81 × 0.8 ≈ 39.2 N·m; If wrist allowable torque = 60 N·m, margin = 20.8 N·m (35% headroom); Inertia = 0.048 kg·m²; Typical cycle time ≈ 1.2 seconds for 500 mm stroke.

Practical Notes

  1. Payload derating: Heavy tools (gripper + camera > 2 kg) reduce effective payload by 40–60%; always verify in robot specification sheets.
  2. Wrist torque limits: Exceed 85% of allowable torque and accelerated wear occurs; maintain below 70% for continuous manufacturing duty cycles.
  3. Reach impact: Doubling reach quadruples wrist moment; a 0.5 m reach reduces torque load by 75% versus 2 m, critical for assembly tasks.
  4. Inertia constraints: Delta robots have lower inertia; articulated arms show 3–5× higher inertia—plan acceleration profiles accordingly for repeatability.