Radiator Valves
Our Specialty from the Beginning
Radiator valves for transformers are used in pipelines of oil-immersed power transformers or reactor fittings. The radiator valves enable a replacement of components without the necessity of removing any insulating liquid. The main advantage compared to other valves is the compact and cost-efficient construction. Our valves are designed in accordance with EN 50216-8 (DIN 42560).
Leakproofness and durability are the key success factors of our transformer radiator valves for transformers. Each valve is routine tested individually and either produced as an wafer flange radiator valve B or for being welded onto transformer tank as radiator valve type A.
For special transformer valve requirements each transformer valve is available with a soft-sealed clap. Type A OR and B OR valves don't show any leakage while vacuum or overpressure will be applied due to the O-ring sealing.
Transformers Radiator Valves - Overview
- DIN 42560 A / A OR (welding neck flange radiator valve)
- DIN 42560 B / B OR (wafer flange radiator valve)
- N1610 (welding neck flange with height= 46)
- Aluminium radiator valves B 76/80/100 OR
Your benefits at a glance
- The transformer valve bodies are made of forged steel. This guarantees absolute leak tightness in operation condition.
- The solid clap ensures minimum leakage and prevents accidental operation by means of its offset position.
- The setting device with the isolated concept of thrust member and screw prevents leakage for lifetime.
- Best quality from a leading manufacturer of radiator valves for transformers
Mounting example for transformer radiator valves welding and wafer type:
A / A OR ![](data:image/png;base64,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)
B / B OR
Both transformer radiator throttle valves are available either as metal-sealed type (42560 A and B) or as soft-sealed type (42560 A OR and B OR).
Transformer Radiator Valves for Offshore-Applications
Depending on customer requirements, our transformer radiator valves type B and B OR can be equipped for harshest conditions as follows:
- C5-M powder coating SOLIDLINE( standard transformer RAL colors available)
- Housing material upon request in stainless steel 1.4404 (AISI 316L)
- Setting device standard made of seawater resistant aluminium (EN AW 6082)
- Lockable cap in GRP (glas fibre reinforced plastic)
- Studbolts in stainless steel 1.4404 (AISI 316L) or duplex steel (1.4462)
Metal sealed transformer valves 42560 type A and B
For the metal-sealed radiator butterfly valves for transformers, we reach a very high sealing through the use of appropriate metal combination and excellent production precision. Due to the metal sealed clap a very little leakage is allowable. Radiator Butterfly valves with metal sealing are not subject to change of tightness through aging. With our many years of experience our metal sealed valves reach much lower leakage rates than allowed.
Soft sealed radiator valve 42560 type A OR and B OR
The O-ring sealed transformer radiator valves are oil- and vacuumtight because of their O-Ring-sealing around the internal clap. The outline dimensions correspond to DIN 42560 as well as EN 50216-8. Modification of the flanges according to customer request is possible.
All designs are available with a valve housing made of stainless steel AISI 316L (1.4404) upon request.