QQC-505( WIFI )Thermostat (Black)

<p>There is no need to lay a cement layer, and it can be directly buried under the 8-10mm adhesive of the ground decoration material. Flexible laying, easy installation, easy standardization and operation, suitable for various floor decoration materials. Whether it is a concrete floor, wooden floor, old tile floor or terrazzo floor, it can be installed on the tile glue with little effect on the ground level.</p>

<p>TXLP/2R 220V dual-guide heating cable is mainly used in floor heating, soil heating, snow melting, pipeline heating, etc.</p>

<p>TXLP/1 220V single-guide heating cable is mainly used in floor heating, soil heating, snow melting, etc.</p>

<p>Self-limited temperature heating cable floor heating system has the characteristics of self-limiting temperature, uniform and comfortable heat distribution, energy saving and high efficiency, safety and reliability. It is suitable for various indoor floors and is widely used in residential, commercial and public buildings to provide people with a comfortable and warm indoor environment.</p>

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Priority="99" SemiHidden="false" Name="Light Grid Accent 4" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Medium Shading 1 Accent 4" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Medium Shading 2 Accent 4" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Medium List 1 Accent 4" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Medium List 2 Accent 4" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Medium Grid 1 Accent 4" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Medium Grid 2 Accent 4" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Medium Grid 3 Accent 4" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Dark List Accent 4" ></w:LsdException> <w:LsdException 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></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Medium List 2 Accent 5" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Medium Grid 1 Accent 5" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Medium Grid 2 Accent 5" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Medium Grid 3 Accent 5" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Dark List Accent 5" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Colorful Shading Accent 5" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Colorful List Accent 5" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Colorful Grid Accent 5" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Light Shading Accent 6" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Light List Accent 6" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Light Grid Accent 6" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Medium Shading 1 Accent 6" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Medium Shading 2 Accent 6" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Medium List 1 Accent 6" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Medium List 2 Accent 6" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Medium Grid 1 Accent 6" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Medium Grid 2 Accent 6" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Medium Grid 3 Accent 6" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Dark List Accent 6" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Colorful Shading Accent 6" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Colorful List Accent 6" ></w:LsdException> <w:LsdException Locked="false" Priority="99" SemiHidden="false" Name="Colorful Grid Accent 6" ></w:LsdException> </w:LatentStyles></xml><![endif]--></p> <p>I. Product overview<br />The temperature controller for the heating room can cycle once a<br />week, and can set six periods of time and the corresponding temperature<br />every day. The operation mode of it can also be selected as manual control<br />or temporary control. It is suitable for electric heating equipment control<br />used in electric heating and electric valve control used in water system<br />heating.&nbsp; &nbsp;&nbsp;</p> <p>II. Technical parameters<br />Display mode: liquid crystal display<br />Ambient temperature display accuracy: &plusmn; 1 ℃<br />Temperature control range: 5 ~ 95 ℃ (upper limit 35 ~ 95 ℃, adjustable)<br />Temperature limit range: 5 ~ 60 ℃ (factory 35 ℃)<br />Power supply voltage: 220VAC &plusmn; 10% 50 / 60Hz&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<br />Load current: ＜ 16A<br />Shell material: PC + ABS flame retardant material<br />Protection grade: IP20</p> <p><img src="data:image/png;base64,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

<p>I. Product Description<br /><br />professional industrial control chip, strong anti-interference, and high reliability The thermostat adopts advanced electronic intelligent control technology,<br /><br />of the whole machine. The temperature detected by the high-precision sensor inside the thermostat is compared with the set parameters and the heating<br /><br />equipment is automatically turned on and off , In order to achieve the purpose of maintaining indoor constant temperature. Mainly used for temperature control in industrial, commercial and family rooms.<br /><br />II. Technical Parameters<br /><br />*Display mode: liquid crystal display<br />*Ambient temperature display accuracy: &plusmn; 0. 1℃<br />*Temperature control range: 5 ℃~ 35 ℃ (can be modified to 5 ℃~95 ℃, the upper limit is 20 ℃~95 ℃ adjustable)<br />*Temperature control accuracy: &plusmn; 0.5 ℃<br />*Power supply voltage: 220VAC &plusmn; 10% 50/60Hz<br />*Load current: &le; 30A<br />*Shell material: PC+ABS flame retardant material<br /><br />*Dimensions: 86mm x 86 mm x 10 mm<br />*Installation hole distance: 60mm<br />*Protection level: IP21</p> <p>&lt;img 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

<p>Without laying a cement layer, it can be directly buried under the adhesive of 8-10mm of ground decoration materials. It is flexible in laying, easy to install, easy to standardize and operate, and suitable for various ground decoration materials.Whether it is a concrete floor, a wooden floor, an old ceramic tile floor or a terrazzo floor, it is installed in a ceramic tile adhesive and has little effect on the elevation of the ground.</p>

<p>There is no need to lay a cement layer, and it can be directly buried under the 8-10mm adhesive of the ground decoration material. Flexible laying, easy installation, easy standardization and operation, suitable for various floor decoration materials. Whether it is a concrete floor, wooden floor, old tile floor or terrazzo floor, it can be installed on the tile glue with little effect on the ground level.</p>