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This Listing For 1 x IP67 DC 12V / 24V LED Transformer Only. (Please select the required type from the drop down menu).
AC 110V-260V to DC 12/24V Transformer IP67 Waterproof LED Transformer Driver Power Supply 12V PSU 24V PSU
Description:
Description
Features:
- IP67 LED power supplies have ideally been used both internally or externally or where resistance to water is required.
- Our LED transformers are high quality, commercial-grade, and built to last. They are ideal with our LED tape and LED strip light range.
- Our AC 90-250V / DC12V is a premium brand LEDSone transformer, built to last. Tried and tested for long life and reliability, LEDSone transformers are ideal for use with multiple LED strip areas. This LED transformer is available in a large area and has no minimum load.
- The LED transformer can use LED strips or other LED lights - electricity as long as the load voltage matches the voltage of your transformer. The transformer is fully enclosed so it is safe to touch and can be installed in most locations. Transfer the transformer directly to a 250v supply or you can just wire a UK 3 pin plug to the transformer and plug a standard 3 pin socket.
- This item is RoHS Compliant and meets UK safety regulations.
- All of our products are backed by a 3 year 'back to manufacturer; guarantee
Specification:
- IP Rating: IP67
- Type: 12V
- Material: Aluminium
- Efficiency: 80%
- Power (W): 20W - 350W
- Installation Area: Outdoor
Size:
Wattage: 20W
- InputVoltage: AC 90V - 250V
- OutputVoltage: DC12V
- Amperage: 1.6A
- TopToBottom_Height: 21mm
- SideToSide_Width: 181mm
- FrontToBack_Depth: 29mm
- Weight: 175g
- Number of Out Put: 1
Wattage: 24W
- InputVoltage: AC 90V - 250V
- OutputVoltage: DC12V
- Amperage: 2A
- TopToBottom_Height: 21mm
- SideToSide_Width: 181mm
- FrontToBack_Depth: 29mm
- Weight: 175g
- Number of Out Put: 1
Wattage: 30W
- InputVoltage: AC 90V - 250V
- OutputVoltage: DC12V
- Amperage: 2.5A
- TopToBottom_Height: 21mm
- SideToSide_Width: 220mm
- FrontToBack_Depth: 29mm
- Weight: 215g
- Number of Out Put: 1
Wattage: 36W
- InputVoltage: AC 90V - 250V
- OutputVoltage: DC12V
- Amperage: 3A
- TopToBottom_Height: 21mm
- SideToSide_Width: 220mm
- FrontToBack_Depth: 29mm
- Weight: 215g
- Number of Out Put: 1
Wattage: 45W
- InputVoltage: AC 90V - 250V
- OutputVoltage: DC12V
- Amperage: 3.75A
- TopToBottom_Height: 25mm
- SideToSide_Width: 205mm
- FrontToBack_Depth: 37mm
- Weight: 310g
- Number of Out Put: 1
Wattage: 50W
- InputVoltage: AC 90V - 250V
- OutputVoltage: DC 24V
- Amperage: 2.08A
- TopToBottom_Height: 25mm
- SideToSide_Width: 205mm
- FrontToBack_Depth: 37mm
- Weight: 288g
- Number of Out Put: 1
Wattage: 60W
- InputVoltage: AC 100V - 140V
- OutputVoltage: DC12V
- Amperage: 5A
- TopToBottom_Height: 35mm
- SideToSide_Width: 186mm
- FrontToBack_Depth: 47mm
- Weight: 415g
- Number of Out Put: 1
Wattage: 60W
- InputVoltage: AC 90V - 250V
- OutputVoltage: DC12V
- Amperage: 3.75A
- TopToBottom_Height: 40mm
- SideToSide_Width: 170mm
- FrontToBack_Depth: 70mm
- Weight: 600g
- Number of Out Put: 2
Wattage: 80W
- InputVoltage: AC 90V - 250V
- OutputVoltage: DC12V
- Amperage: 6.6A
- TopToBottom_Height: 40mm
- SideToSide_Width: 170mm
- FrontToBack_Depth: 70mm
- Weight: 600g
- Number of Out Put: 2
Wattage: 100W
- InputVoltage: AC 90V - 250V
- OutputVoltage: DC12V
- Amperage: 8.3A
- TopToBottom_Height: 40mm
- SideToSide_Width: 230mm
- FrontToBack_Depth: 70mm
- Weight: 835g
- Number of Out Put: 2
Wattage: 120W
- InputVoltage: AC 170V - 250V
- OutputVoltage: DC12V
- Amperage: 10A
- TopToBottom_Height: 45mm
- SideToSide_Width: 186mm
- FrontToBack_Depth: 66mm
- Weight: 840g
- Number of Out Put: 2
Wattage: 150W
- InputVoltage: AC 90V - 250V
- OutputVoltage: DC12V
- Amperage: 12.5A
- TopToBottom_Height: 40mm
- SideToSide_Width: 230mm
- FrontToBack_Depth: 70mm
- Weight: 835g
- Number of Out Put: 2
Wattage: 200W
- InputVoltage: AC 170V - 250V
- OutputVoltage: DC12V
- Amperage: 16.6A
- TopToBottom_Height: 54mm
- SideToSide_Width: 255mm
- FrontToBack_Depth: 120mm
- Weight: 2350g
- Number of Out Put: 3
Wattage: 250W
- InputVoltage: AC 170V - 250V
- OutputVoltage: DC12V
- Amperage: 20.83A
- TopToBottom_Height: 54mm
- SideToSide_Width: 255mm
- FrontToBack_Depth: 120mm
- Weight: 2425g
- Number of Out Put: 3
Wattage: 300W
- InputVoltage: AC 170V - 250V
- OutputVoltage: DC12V
- Amperage: 25A
- TopToBottom_Height: 52mm
- SideToSide_Width: 286mm
- FrontToBack_Depth: 120mm
- Weight: 2570g
- Number of Out Put: 3
Wattage: 350W
- InputVoltage: AC 170V - 250V
- OutputVoltage: DC12V
- Amperage: 29.6A
- TopToBottom_Height: 52mm
- SideToSide_Width: 286mm
- FrontToBack_Depth: 120mm
- Weight: 2715g
- Number of Out Put: 3
Package Include:
- 1 x IP67 12V Transformer OR
- 1 x IP67 24V Transformer
DC24V
10W IP67 Driver |
117mm |
96mm |
29mm |
20mm |
150g |
DC 24V24W IP67 Driver |
200mm |
187mm |
30mm |
20mm |
150g |
DC24V 30W IP67 Driver |
200mm |
187mm |
30mm |
20mm |
180g |
DC24V 36W IP67 Driver |
200mm |
187mm |
30mm |
20mm |
250g |
DC24V 45W IP67 Driver |
208mm |
187mm |
35mm |
2
4mm |
250g |
DC24V 50W IP67 Driver |
180mm |
173mm |
45mm |
34mm |
211g |
DC24V 60W IP67 Driver |
177mm |
153mm |
70mm |
45mm |
235g |
DC24V 80W IP67 Driver |
177mm |
153mm |
70mm |
40mm |
460g |
DC24V 100W IP67 Driver |
208mm |
182mm |
70mm |
45mm |
665g |
DC24V 120W IP67 Driver |
208mm |
182mm |
70mm |
45mm |
700g |
DC24V 150W IP67 Driver |
220mm |
195mm |
70mm |
45mm |
750g |
Delivery times can vary depending on the destination location. We would advise against booking an Electrician or fitter until you have received all items in satisfactory condition
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- Order will be dispatched within 1 working day (Mon-Fri) via Royal Mail / Evri 2-5 Days - Standard service sometimes even longer, We cannot be held responsible for delays caused by Royal Mail, as unfortunately it is not in our hand
- We will only send replacement items once Courier service confirms the item is lost. Royal mail requires 10 days from the date of dispatch to confirm the state of the postage.
- Due to security reasons, We will only ship to the address supplied via eBay payments / PayPal from where the payment has been received. This is merely a security measure to ensure that eBay members are not potentially defrauded.
- As Per eBay Guidelines, We Are Unable to Change Your Shipping Address Once We Received Your Payment.
Replacements :
- All our product have been checked and packaged in good condition. If the product is damaged during the shipment please provide a picture to show the damaged part, that is important for us to send out the right replacement.
- Our couriers require proof of damage for any potential Claims.
- If any replacements required for any reasons the original item need to be returned before arranging any replacements as our supplier requires the original Item for any replacement.
Returns & Refunds :
- We have 30 days No quibble return policy, If You Wish To Cancel Your Order within this period please return it to us unused & in re-sellable condition within 30 days and we will issue full refund.
- Buyer pay for the return postages.
- Any return, please send by recorded post only.
Contact :
- If you have any questions or concerns please send a message to eBay messaging system we will get back within 24hrs.
Note: Please use only eBay messaging, We do not reply to Emails or Phone calls. - Working Days: Monday - Friday
- Working Hours: 8.00 AM - 4.00 PM
Delivery Time Scale :
Free shipping : This can take anywhere between 2-5 working days and sometimes longer.
- Royal mail 24Hrs: 24 hours service Parcel force / UPS - 24 Hours - Express Service
- Service cost is 4.95 pounds and this is 1 - 2 Working Days service.
- International orders : 7-10 Working Days and sometimes longer depending on destination of the order.
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