The Helsinki 5 Inset stove is the perfect attractive contemporary design. Etched Black Glass door and frame, fits into a standard opening
Nominal Output: 4.6Kw
(min 2.5kw - max 5.5kw)
The Helsinki 5 cassette stove offers space-saving heat for your home. This stove provides a heat output with a range from 2.5 - 5.5kW and a high efficiency of up to 83.3%. The stove is further complimented by a choice of a 3 or 4 sided black glass frame allowing the stove to be fitted on a hearth or set higher in a flush wall application. It's contemporary inset design means that it looks the part in modern interiors but pairs very well with a stylish contemporary fireplace and black granite back panel
Helsinki 5 Inset Stove Features
- Black Glass Door & Frame
- Contemporary Minimalistic Design
- Nominal Output 4.6Kw
- Heating range between 2.5 - 5.5kw
- Fits Standard 16"/18" opening
- 83.3% Effciency
- Eco Design 2022 Energy Rating A+
- Clean burn Technology
- Outside Air Ready
- Airwash technology to help keep the glass clean
- Ability to burn smokeless fuels and wood
- Top Flue Outlet
![](data:image/png;base64,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)
Dimensions
![](data:image/png;base64,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)
4 Sided Frame 3 Sided Frame Height ex Frame 535mm
Stove front frame
W = 548mm, D = 20mm, H = 3 sided 593mm, H 4 sided 657mm
Inset Box
W = 399mm, H = 535mm, D = 321mm
Flue Outlet: 125mm
Max log size 260mm
For more information, please check out our brochure
or use the quick contact form below