How to control my air-conditioning system from smartphone ?

 

The air conditioner (AC) is a basic device for ensuring the supply of air at a specific temperature. It is possible for both cooling and heating of indoor air .


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

The air conditioning system can be easily controlled from a smartphone . We have adapters for remote controls that are connected by radio or through cables to be smart server. Smartphone control is the perfect tool to save energy. You can expand the capabilities of the standard air-conditioning through the programming operation time , the amount of temperature. This provides a feedback mechanism triggers.

We support all types of air conditioners , such as:
 

  • Wall air conditioners - are characterized by high efficiency and quiet operation , while a good price. They are very popular, and by a range of models and additional automation ( eg remote key fobs) is very complex . It is possible to place the air conditioner wall in any room
     
  • Air conditioners Wall - Ceiling - mounted directly to the ceiling structure . The construction makes the air flows at high speed near the ceiling , and then slows down and flow in the room is uniform. Such a solution makes this type of air conditioner is suitable for rooms with high ceilings , where the upper parts of the room does not need to be cooled / heated as accurately as lower
     
  • Skirting air conditioners - resemble the shape and construction of modern radiator at the same time can be installed in bays. With the ability to install them ( despite the name ) in any place can be a good solution where other air conditioners can not be installed
     
  • Cassette air conditioners installed in the ceiling construction . These air conditioners allow air evenly spread from a central point ( cassette ) - this location inside the unit is virtually free. The air conditioner of this type is most commonly used in offices , shops, showrooms and service points
     
  • Duct air conditioner for simultaneous conditioning of several rooms , directing air to them with appropriate parameters (via the appropriate channels). Supply air temperature is set as the average of all the rooms , and the air is distributed very thoroughly and evenly.