HomeExplosions & Blast PhysicsConfined Gas Explosion — Enclosure Pressure Buildup & Venting

🛢️ Confined Gas Explosion — Enclosure Pressure Buildup & Venting

Interactive explosion-venting design model. Vessel volume, deflagration index Kg and vent area/burst-pressure combine via the cubic law to determine peak enclosure pressure — the same calculation behind NFPA/EN vent-sizing standards for process safety.

Explosions & Blast Physics2DAdvanced60 FPS🔥 Fire
confined-explosion-vent-pressure ↗ Open standalone

About this simulation

Grain silos, dust collectors, spray-drying chambers and many other industrial vessels are designed against internal gas or dust explosions using a well-established process-safety calculation: the cubic law, (dP/dt)_max · V^(1/3) = Kg, relates the maximum unvented rate of pressure rise to vessel volume and a mixture-specific deflagration index Kg. This simulation lets you tune vessel volume, mixture reactivity and vent-panel sizing to see how much a properly sized vent reduces the peak pressure the enclosure actually experiences compared to an unvented worst case.

🔬 What it shows

An enclosure whose colour reflects internal pressure, with a vent panel that opens once burst pressure is reached, alongside a live pressure-vs-time chart marking the vent's burst-pressure threshold.

🎮 How to use

Set Vessel Volume, Deflagration Index Kg, Vent Area and Vent Burst Pressure, then watch the pressure rise, trigger the vent panel, and see how much lower the peak "reduced pressure" ends up compared to the unvented case.

💡 Did you know?

Because the cubic law scales the maximum rate of pressure rise with the inverse cube root of volume, a much larger vessel actually gives more time for a vent panel to react and relieve pressure — which is why vent-sizing standards specify larger vent areas for smaller, faster-pressurising enclosures, not the other way around.

Frequently asked questions

What is the cubic law in explosion-venting design?

It is the empirical relation (dP/dt)_max · V^(1/3) = Kg used across explosion-protection standards to relate the maximum unvented rate of pressure rise in a vessel to its volume and a mixture-specific deflagration index Kg, letting engineers size vent panels without re-testing every vessel size individually.

What is the deflagration index Kg?

Kg is a standard tabulated safety parameter characterising how quickly a specific gas or dust mixture burns in a standard test vessel — a higher Kg means a faster, more energetic pressure rise for the same enclosure volume. It is used purely as a safety-engineering input, not as information for creating hazardous mixtures.

How does a vent panel actually reduce peak pressure?

Once internal pressure reaches the panel's burst pressure, it opens and lets hot combustion products escape, relieving pressure that would otherwise keep building — a larger vent area and a lower burst-pressure setting both let relief begin sooner and proceed faster, lowering the peak "reduced pressure" the vessel structure must withstand.

Is this simulation useful for anything beyond gas explosions?

The same cubic-law approach and vent-sizing logic is used across combustible dust hazards (grain, flour, wood dust, many powders) in process industries, which is why explosion-venting standards like NFPA 68 and EN 14994 cover both gas and dust deflagrations with the same underlying framework.

⚙ Under the hood

Simulate pressure buildup from a combustible gas/dust deflagration inside an enclosed vessel, following the cubic-law relation used in explosion-venting design standards, and see how vessel volume, mixture reactivity and vent-panel sizing change the peak pressure the enclosure experiences.

Canvas 2Ddeflagration index Kgcubic lawexplosion ventingprocess safety

2D · HTML5 Canvas 2D · 60 FPS target · runs fully client-side, no install

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