Shared benefit bridge
- Monthly labor value
- $19,500
- Monthly throughput contribution
- $1,800
- Monthly damage and error savings
- $700
- Steady gross monthly benefit
- $22,350
Size AGV and AMR fleets from hourly flow, route time, stops, availability, charging, and reserve capacity, then compare CAPEX, OPEX, NPV, ROI, and payback.
Defaults are fictional examples, not market averages. Replace every value with route logs, pilot evidence, and vendor quotes on the same scope.
Round trip doubles the entered one-way distance; multi-stop loop treats the entered distance as one complete circuit.
Define normal, design, and stress demand on one transport unit and cycle boundary.
Apply one automation scope and benefit case to both alternatives so technology and cost differences remain visible.
Apply delay, ramp, recurring growth, discounting, and the target month to monthly cash flow.
Use pilot evidence or a vendor simulation on the same scope.
Include control, integration, safety, and training beyond vehicle price.
Enter maintenance, energy, support, battery replacement, and terminal value in one currency.
Use pilot evidence or a vendor simulation on the same scope.
Include control, integration, safety, and training beyond vehicle price.
Enter maintenance, energy, support, battery replacement, and terminal value in one currency.
AGV design peak
10 vehicles
2 chargers · $757,000
AMR design peak
9 vehicles
2 chargers · $583,000
Higher base NPV
AMR
Difference $242,700
Fewer design vehicles
AMR
Difference 1 vehicles
| Alternative | Cycle distance | Travel + traffic | Total cycle | Rated trips | Battery duty | Effective trips | Effective units/vehicle |
|---|---|---|---|---|---|---|---|
| AGV | 320m | 320s | 490s | 7.35/h | 84.21% | 5.57/h | 5.57/h |
| AMR | 320m | 238.93s | 408.93s | 8.8/h | 86.96% | 7.04/h | 7.04/h |
| Alternative and scenario | Demand | Motion only | Availability adjusted | Charging adjusted | Availability allowance | Charging allowance | Reserve | Total fleet | Chargers | Utilization |
|---|---|---|---|---|---|---|---|---|---|---|
| AGV · Normal | 40/h | 6 | 7 | 8 | 1 | 1 | 1 | 9 | 2 | 79.82% |
| AGV · Design peak | 50/h | 7 | 8 | 9 | 1 | 1 | 1 | 10 | 2 | 89.8% |
| AGV · Stress | 60/h | 9 | 10 | 11 | 1 | 1 | 2 | 13 | 3 | 82.89% |
| AMR · Normal | 40/h | 5 | 5 | 6 | 0 | 1 | 1 | 7 | 2 | 81.14% |
| AMR · Design peak | 50/h | 6 | 7 | 8 | 1 | 1 | 1 | 9 | 2 | 78.88% |
| AMR · Stress | 60/h | 7 | 8 | 9 | 1 | 1 | 1 | 10 | 2 | 85.19% |
Charger count is an average-slot budget obtained from concurrent charging demand and target utilization. Validate SOC policy, opportunity charging, peak power, and concurrent charging separately.
| Alternative | Vehicle CAPEX | Charger CAPEX | Net initial investment | Base monthly OPEX | Sustained payback | First / discounted payback | NPV | ROI |
|---|---|---|---|---|---|---|---|---|
| AGV | $650,000 | $20,000 | $757,000 | $9,500 | Not recovered | Not recovered / Not recovered | -$286,670 | -13.8% |
| AMR | $495,000 | $18,000 | $583,000 | $8,540 | 57.46 months | 57.46 months / Not recovered | -$43,971 | 4.33% |
36 months · Target missed
36 months · Target missed
| Alternative and scenario | Net initial investment | Steady gross benefit | Base monthly OPEX | NPV | ROI | Sustained payback |
|---|---|---|---|---|---|---|
| AGV · Base | $757,000 | $22,350 | $9,500 | -$286,670 | -13.8% | Not recovered |
| AGV · Benefit down | $757,000 | $17,880 | $9,500 | -$498,934 | -30.77% | Not recovered |
| AGV · Initial cost up | $908,400 | $22,350 | $9,500 | -$438,070 | -21.89% | Not recovered |
| AGV · Recurring cost up | $757,000 | $22,350 | $11,400 | -$407,858 | -21.39% | Not recovered |
| AGV · Combined downside | $908,400 | $17,880 | $11,400 | -$771,522 | -42.31% | Not recovered |
| AMR · Base | $583,000 | $22,350 | $8,540 | -$43,971 | 4.33% | 57.46 months |
| AMR · Benefit down | $583,000 | $17,880 | $8,540 | -$256,235 | -16.2% | Not recovered |
| AMR · Initial cost up | $699,600 | $22,350 | $8,540 | -$160,571 | -4.85% | Not recovered |
| AMR · Recurring cost up | $583,000 | $22,350 | $10,248 | -$151,418 | -5.45% | Not recovered |
| AMR · Combined downside | $699,600 | $17,880 | $10,248 | -$480,282 | -30.17% | Not recovered |
The 20% change is applied one at a time to benefit, initial cost, and recurring cost, then together in the combined downside.
| Alternative and year | Period | Average ramp | Gross benefit | Recurring cost | Battery replacement | Residual value | Nominal cumulative | Discounted cumulative |
|---|---|---|---|---|---|---|---|---|
| AGV · 1 | 1–12 | 62.5% | $167,625 | $114,000 | $0 | $0 | -$703,375 | -$706,747 |
| AGV · 2 | 13–24 | 100% | $268,200 | $117,420 | $0 | $0 | -$552,595 | -$568,901 |
| AGV · 3 | 25–36 | 100% | $268,200 | $120,943 | $100,000 | $0 | -$505,338 | -$525,859 |
| AGV · 4 | 37–48 | 100% | $268,200 | $124,571 | $0 | $0 | -$361,708 | -$408,995 |
| AGV · 5 | 49–60 | 100% | $268,200 | $128,308 | $0 | $20,000 | -$201,816 | -$286,670 |
| AMR · 1 | 1–12 | 62.5% | $167,625 | $102,480 | $0 | $0 | -$517,855 | -$521,583 |
| AMR · 2 | 13–24 | 100% | $268,200 | $105,554 | $0 | $0 | -$355,209 | -$372,890 |
| AMR · 3 | 25–36 | 100% | $268,200 | $108,721 | $81,000 | $0 | -$276,730 | -$303,354 |
| AMR · 4 | 37–48 | 100% | $268,200 | $111,983 | $0 | $0 | -$120,513 | -$176,248 |
| AMR · 5 | 49–60 | 100% | $268,200 | $115,342 | $0 | $20,000 | $52,345 | -$43,971 |
Review ISO 3691-4 and applicable local requirements, risk assessment, operating zones, pedestrian and vehicle traffic, load transfer, docking, speed, braking, doors, lifts, charging, fire, power, cybersecurity, and emergency operation with qualified suppliers, integrators, and safety specialists.
Sources checked 2026-08-12. ISO 3691-4:2023, ISO 8373:2021, and A3 R15.08 material are used only for safety, terminology, and integration-review boundaries; NIST HB 135e2022 is used only for present-value method. None provides vehicle prices, speed, availability, battery efficiency, congestion, or labor-reduction rates.
A vehicle quote alone does not reveal the investment required to move a given hourly flow.
Route length, turns and slow zones, load-transfer stops, doors and intersections, availability, charging downtime, and reserve policy all change the number of vehicles and chargers.
That fleet count then changes maintenance, energy, battery replacement, software support, and integration cost.
This calculator builds one round-trip or multi-stop cycle, then sizes AGV and AMR fleets at normal, design-peak, and stress demand.
It applies the design-peak fleet to vehicle and charger CAPEX, adds control, integration, safety, training, recurring OPEX, battery replacement, and residual value, and compares NPV, ROI, and several forms of payback.
It is a pre-simulation budget model, not a technology-selection, throughput-guarantee, or safety-approval tool.
Build a first fleet and charger budget for line-side, warehouse, or inter-process transport.
Normalize two proposals on the same flow, route, benefit, and cash-flow boundary.
Replace assumptions with measured cycle, wait, charge, intervention, and availability logs.
There is no universal AGV or AMR speed, availability, battery duty, congestion factor, vehicle price, or labor-realization rate.
Payload, floor, grade, aisle width, pedestrian traffic, docking tolerance, doors, lifts, temperature, wireless coverage, and shift policy can change both capacity and cost.
Replace every default with route logs, a scoped pilot, and comparable supplier quotations.
| Input | Preferred evidence | Avoid using |
|---|---|---|
| Effective speed | Distance and travel time on the actual route, including turns and slow zones | Catalog top speed |
| Traffic delay | Logged travel-time additions from yielding, rerouting, and intersections | An unsupported blanket percentage |
| Availability | Operating time after planned maintenance, failures, and recovery | A showroom demonstration |
| Battery duty | Productive run and charging downtime under the same load and charging policy | Nominal battery capacity |
| Cost | Itemized quotes on one fleet, payload, integration, safety, and support scope | Vehicle sticker price |
Use pallets, totes, racks, carts, or another consistent completed-move unit. If the flow mixes loads, convert hourly demand and payload per trip to one common unit.
For round trip, enter one-way distance and let the calculator double it. For a multi-stop loop, enter the full circuit. Keep docking and transfer in service time, and doors, lifts, intersections, and dispatch wait in separate cycle wait.
Enter effective route speed, payload, availability, traffic delay, productive battery run, charging downtime, reserve rate, and charger utilization separately for AGV and AMR. Both alternatives must use the same route and demand.
Include vehicles and chargers plus fleet control, WMS, MES, PLC, doors, lifts, wireless infrastructure, docking, safety measures, FAT, SAT, training, spares, and transition work.
Do not value all released time as cash savings. Enter only the share converted into reassignment, reduced overtime, avoided hiring, or another measured outcome. Keep throughput and damage savings non-overlapping.
Congestion-adjusted travel time equals route distance divided by effective speed, multiplied by one plus the traffic-delay rate.
Total cycle time equals congestion-adjusted travel time plus stops multiplied by service time, plus separate cycle wait.
Traffic delay applies only to travel, so it is not applied again to stop or wait time.
Rated trips per hour equal 3,600 divided by cycle seconds.
Productive battery duty equals productive run divided by productive run plus charging downtime.
Effective trips equal rated trips multiplied by availability and battery duty, and effective units per vehicle add payload per trip.
The bridge exposes vehicles added for availability, charging, and reserve instead of hiding them in one opaque utilization factor.
Charger count is only an average-slot budget. It does not simulate SOC limits, opportunity charging, charge queues, peak electrical load, or synchronized charging.
| Scenario | Demand multiplier | Decision use |
|---|---|---|
| Normal | 100% | Shows the operating structure needed for a representative hour. |
| Design peak | User-entered | Sets purchased fleet, charger CAPEX, and recurring fleet OPEX. |
| Stress | At least design peak | Exposes additional vehicles or operating changes needed beyond the purchased design. |
Hourly averages can hide minute-level bursts, waves, priorities, blocking, deadlock, shared docks, empty repositioning, and interaction among vehicles.
If stress demand needs more fleet, test call smoothing, buffers, payload changes, route separation, and charging strategy in a discrete-event or supplier traffic simulation before adding vehicles.
Cumulative cash flow can cross zero and later fall below zero when a large battery replacement occurs.
First payback records the first crossing, while sustained payback records the first crossing after which value remains non-negative through the horizon.
Discounted payback and NPV convert the annual discount rate to a monthly rate and discount each monthly net cash flow.
Simple payback excludes delay, ramp, cost escalation, replacement, and residual value, so use it only as a steady-state reference.
The English default keeps the same fictional 320-meter multi-stop loop, four 35-second stops, 30 seconds of other wait, 40 normal units per hour, and a 125% design peak.
AGV uses 1.2 m/s, 90% availability, 20% travel delay, and 480 productive minutes per 90 charging minutes; AMR uses 1.5 m/s, 92% availability, 12% delay, and 600 productive minutes per 90 charging minutes.
Dollar amounts are an independent fictional USD scenario, not converted Korean won values.
| Metric | AGV | AMR | Interpretation |
|---|---|---|---|
| Cycle time | 490 sec | 408.933 sec | Includes travel, traffic, stops, and wait |
| Effective capacity per vehicle | 5.568 units/hour | 7.043 units/hour | Includes availability and battery duty |
| Normal / design / stress fleet | 9 / 10 / 13 | 7 / 9 / 10 | Design fleet drives cost |
| Design chargers | 2 | 2 | Average-slot budget |
| Net initial investment | $757,000 | $583,000 | Vehicles, chargers, control, safety, and training |
| Base monthly OPEX | $9,500 | $8,540 | Maintenance, energy, and support |
| 60-month NPV | -$286,670 | -$43,971 | 6% discount, month-36 replacement, and residual value |
| First payback | Not recovered | 57.461 months | Fictional benefit of $22,350 per month |
A higher AMR NPV in this fictional case does not establish that AMR is generally superior.
The result follows from entered route performance and quotes; fixed-route repeatability, payload transfer, docking, wireless and map quality, safety measures, service terms, and resilience can reverse the ranking.
ISO 3691-4:2023 covers safety requirements and verification for driverless industrial trucks and their systems, including examples such as AGVs and AMRs, and notes the importance of operating-zone conditions.
This calculator does not perform the required risk assessment, operating-zone preparation, braking analysis, protective-device validation, or system integration verification.
Review the industrial-truck, machinery, electrical, battery, fire, building, labor, privacy, and cybersecurity requirements of the operating country with qualified suppliers, integrators, and safety specialists.
The average-rate model does not reproduce vehicle interaction, route blocking, deadlock, dynamic priorities, empty repositioning, mixed payloads, shared docks, or minute-level bursts.
Follow a promising budget case with an actual-layout discrete-event or supplier traffic simulation, charging and electrical review, FAT, SAT, and a staged site pilot.
No. Names alone do not establish navigation flexibility, safety functions, docking, payload handling, wireless performance, or fleet-control capability. Enter performance and quotations validated against the same site requirement.
Choose round trip and enter one-way distance when the vehicle returns over a paired path. Choose multi-stop loop and enter the entire circuit when the route passes multiple work points before returning.
The calculator sizes average charging slots from battery duty and target utilization. A supplier may model SOC floors, opportunity charging, peak concurrency, redundant chargers, and a detailed schedule, so align the assumptions before comparing counts.
No. Released time is capacity, not an automatic headcount reduction. Count only the share converted into lower overtime, avoided hiring, reassignment, or measured additional throughput.
A battery or major-component replacement can pull cumulative value below zero after an earlier crossing. Sustained payback requires recovery to remain intact through the selected horizon.
Only after both alternatives satisfy payload, throughput, safety, integration, support, data, scalability, and resilience requirements. NPV compares the entered economic case; it does not establish technical fitness.
Sources were checked on August 12, 2026.
ISO 3691-4:2023 is used only for the driverless-industrial-truck safety and verification boundary; ISO 8373:2021 is used only for robotics terminology; A3 R15.08 material is a pointer for additional United States industrial-mobile-robot and integration review.
NIST Handbook 135e2022 is used only for the lifecycle present-value method.
None of these sources supplies market prices, recommended fleet count, speed, availability, charging time, traffic delay, battery life, labor reduction, or an ROI threshold.
The ISO pages list revision work for both standards, so maintainers should recheck the current published editions and project status.
A standards update should trigger review of terminology and safety boundaries, not automatic changes to editable market assumptions.
Use normal and peak logs, the actual route and stops, charging and availability evidence, complete quotations, and realizable benefits.
Trace why fleet counts differ, then turn the result into questions for the pilot, safety review, charging study, and layout simulation.