The Kemper GAS 65311INOX hot air generator is a portable heating device that operates on gas, with the ability to be powered by butane or propane, ensuring excellent quality and reliability. Built with a double stainless steel casing in the capsule and on its outer surface, it guarantees outstanding durability, corrosion resistance, and great strength, preventing oxidation.

Equipped with a connection hose and a gas regulator that includes a safety valve to stop the gas flow in case the hose breaks, the generator produces a good stream of hot air, with a maximum thermal power of 10 kW and an air flow rate of 320 m³/h. This portable heating device is very versatile, particularly lightweight, and easy to transport, requiring very simple and direct maintenance.

Other features include:

• Thermal power: 35,000 BTU/h
• Power source: Butane
• Generator capacity: 10 kW
• Fuel consumption: 0.65 kg/h
• Air flow: 320 m³/h
• Power consumption: 0.3A
• Weight: 4 kg

The supportive structure and easy-to-assemble handle keep the generator balanced, simplifying movement with the two wheels.

How to choose the ideal hot air generator: To choose the ideal heating device that best fits your needs and the environment in which you will use it, you need to have some simple information available:

• Dimensions of the room to be heated [Volume]
• External temperature (AT) you want to achieve in the room
• Type of room insulation [K]

Good insulation: thermal insulation k = 1
Medium insulation: thermal insulation k = 2
Poor insulation: thermal insulation k = 3
No insulation: thermal insulation k = 4.

The heating requirement can be calculated as follows: V x AT x K [kcal/h]. For example: V = width 4m, length 12m, height 3m, room volume = 144 m³, AT = external temperature -5°C, desired room temperature +18°C, temperature = 23°C, K = 4 for a simple non-insulated room. The calculation is 144 x 23 x 4 = 13,248 kcal/h and should be compared with what is indicated on the machine's label, which appears to be suitable, as it produces more heat than would be necessary. The conversion to kW is simple; just multiply the result by 0.001163. Therefore, 13,248 x 0.001163 = 15.4 kW.