The Energy a Guard, Barrier or Fence Has to Absorb
Machine safety is largely an argument about energy. A fixed guard is specified by the impact it must contain, a safety-glazing pane by the pendulum it must survive, a collaborative robot by how much it may transfer to a person, and a site barrier by the vehicle it must stop. All of those are stated in joules — but the moment a real vehicle or a real load enters the calculation the figures run into six digits, and the risk file is easier to read in kilojoules. Moving between the two is only a decimal shift, and it is the shift that keeps a risk assessment legible.
Three Things the Arithmetic Keeps Telling You
Speed Enters the Sum Squared
Height Is the Only Variable in a Drop
Cobot Contact Lives Below One Joule
A Rating Is a Test Result, Not a Promise
Sizing an Impact Case From Mass and Speed
The workflow runs the same way whether the hazard is a falling object, a moving machine part or a vehicle in an aisle: establish the mass, establish the speed or the height, then decide what the resulting energy asks of the protective measure.
Work the energy out in joules first
Use ½mv² for anything moving, with the mass in kilograms and the speed in metres per second — divide a figure in km/h by 3.6 before it goes in — or m·g·h for anything falling, with g taken as 9.807. The answer comes out in joules automatically.
Enter that total on the joule side
The kilojoule figure builds beside it while the digits go in. Six-figure vehicle energies are grouped with spaced thousands, so 578 704 stays readable instead of collapsing into an unbroken run of characters.
Reverse it when the rating is the known side
Barrier and containment ratings are frequently quoted straight in kilojoules. The swap arrows put that value on the left so it can be compared against a computed impact in joules — or type into the kilojoule box directly and the joule side follows.
Move the bare figure into the risk file
Use the copy control above either field, or Ctrl+C from inside it, to lift the number by itself. That is what a risk-assessment template, a specification sheet or a supplier enquiry expects in the field, with no unit text to strip out.
Kinetic and Drop Energies From a Cobot to a Truck
Every figure below is worked from the mass and the speed or drop height in the same two columns, with g taken as 9.807 m/s². The range spans seven orders of magnitude, which is precisely why one unit cannot serve the whole table comfortably.
| Object | Mass | Speed or drop | Energy (J) | Energy (kJ) |
|---|---|---|---|---|
| Cobot arm, reduced speed | 5 kg | 0.25 m/s | 0.156 | 0.000 156 |
| Spanner dropped from a platform | 0.5 kg | 4 m | 19.6 | 0.0196 |
| Hand tool from working height | 1 kg | 10 m | 98.1 | 0.0981 |
| Glazing pendulum, hardest drop | 50 kg | 1.2 m | 588 | 0.588 |
| Cyclist on a site road | 90 kg | 25 km/h | 2 170 | 2.17 |
| Forklift with load | 3 000 kg | 10 km/h | 11 574 | 11.6 |
| Car in a car park | 1 500 kg | 30 km/h | 52 083 | 52.1 |
| Car on an access road | 1 500 kg | 50 km/h | 144 676 | 144.7 |
| Rigid truck at yard speed | 20 000 kg | 30 km/h | 694 444 | 694.4 |
Two comparisons in that table are worth pinning to a wall. The forklift creeping at ten kilometres an hour already carries nearly twenty times the energy of the heaviest pendulum drop a safety pane is tested against, and well over a hundred times a tool falling from ten metres. And take the car from 50 km/h to 100 and the 144.7 kJ becomes 578.7 kJ — four times the energy for twice the speed, so a barrier that copes with an access road is nowhere near adequate beside a through route.
What the Converter Contributes to the Risk File
Sub-Joule Contact Energies Keep Their Digits
Results run to eight decimals and fall back to exponent form below a millionth, so a cobot figure of 0.000 156 kJ stays visible rather than rounding away to zero the moment the scale changes.
One Speed After Another Down the Scenario List
Overtyping the value updates the answer immediately, which suits the way an impact case is actually built — the same mass run at five, ten and fifteen kilometres an hour to see where the guard specification has to change.
Plain Kilojoule Figures for the Assessment Template
The copy control returns the value alone, so a computed impact energy drops into a hazard register, a guard specification or a supplier enquiry without a unit label to delete afterwards.
Foot-Pounds for an Imported Guard Rating
Search either dropdown for the foot-pound and the rest of the energy list is there too, which covers the North American machinery documentation that still rates containment and impact resistance in imperial units.
Impact-Energy Questions on the Risk Assessment
Why does halving a vehicle's speed cut the guard's job by three quarters?
Because the speed term is squared and the mass term is not. Kinetic energy is ½mv², so scaling v by a half scales v² by a quarter — the 1 500 kg car that carries 578.7 kJ at 100 km/h is down to 144.7 kJ at 50 and 52.1 kJ at 30. This is why a site speed limit is one of the cheapest protective measures available: dropping traffic from 30 to 15 km/h removes three quarters of the energy any barrier, bollard or pedestrian route has to deal with, without buying anything at all.
How much energy does a tool dropped from scaffold height actually carry?
Multiply the mass in kilograms by 9.807 and by the height in metres, and read the result in joules. A one-kilogram tool from 10 m arrives with 98.1 J; the same tool from 30 m brings 294 J. For context, an industrial helmet tested to EN 397 faces a 5 kg striker dropped one metre — about 49 J — so a modest spanner from a second lift already exceeds the energy the head protection was qualified against. That is the whole case for tool tethers and edge protection rather than relying on the hard hat.
How do I read a pendulum impact class stated in millimetres of drop?
Turn the drop height back into energy with the impactor mass. The twin-tyre pendulum used for safety glazing weighs 50 kg, and the three standard heights of 190, 450 and 1 200 mm therefore correspond to 93.2 J, 220.6 J and 588.4 J respectively. Expressed that way a glazing class can be set beside a computed hazard directly — and it immediately shows that even the most severe pendulum class is a fraction of what any moving vehicle brings, which is why glazing and vehicle barriers are separate problems with separate products.
If mass counts less than speed, why does a slow forklift still worry me?
Because mass counts linearly and there is a great deal of it. A loaded three-tonne truck at walking-pace ten kilometres an hour holds 11.6 kJ — around a hundred and twenty times a tool falling from ten metres, and well over two hundred times the energy an EN 397 helmet is tested to absorb. Speed is the more powerful lever when you can change it, but a heavy machine cannot be made light, and its momentum also means it will not be deflected by anything a person can do. Energy sets the demand on a barrier; mass decides whether stepping aside was ever an option.
My computed impact matches the guard's rating exactly — is that good enough?
Treat it as a starting point rather than a pass. A rating comes from a specific test impactor of specific shape and hardness striking a specific point on a new, correctly mounted sample. Real events differ in contact area, angle and location, fixings age, panels get drilled and replaced, and the mass or speed you assumed carries its own uncertainty. Standard practice is to specify comfortably above the calculated figure, to check that the mounting and frame are rated as well as the panel, and to record which assumptions the margin is covering — because that is the part a later reviewer will need to question.
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