Summary:
Temperature is actually the key problem of LED street light decay, and LED street lights are stuck in this link. Because the luminous power of LED st
Temperature is actually the key problem of LED street light decay, and LED street lights are stuck in this link. Because the luminous power of LED street lamps is greater than that of household lamps, manufacturers have worked hard on the design of heat dissipation substrate fins and heat dissipation modules. After assembly, they must be painted on the outside of the lamp heat dissipation module to prevent weather erosion. Unexpectedly, the spray paint for external protection seals the heat of the heat dissipation module back, resulting in poor heat dissipation and led to LED epitaxial light decay.
To solve these existing problems, it is recommended that street lamp manufacturers start with basic materials and solve the heat source problem of high-power LEDs from the inside out. For example, when the light-emitting component is bonded to the aluminum substrate, the thermal conductive adhesive plays a key role. Some manufacturers think that the thermal conductivity of the thermal conductive film or thermal conductive pad is better, and the film thickness should be as thick as possible, but they did not think about the thermal resistance. No matter how good the thermal conductivity is, the thermal resistance of the film thickness is useless.
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)
What's more, the thermally conductive adhesive film or soft thermally conductive gasket cannot really adhere to the substrate, and there are actually many pores on the bonding surface. These pores look like hollow air pockets when viewed under an electron microscope, which is another form of thermal resistance. With so much thermal resistance that interferes with heat conduction, the efficiency of heat dissipation and heat conduction is virtually reduced.
We can reduce the thermal resistance through thermally conductive adhesives. Thermally conductive adhesives can quickly conduct heat away, which naturally reduces the ambient temperature of the LED die, prolongs the life of the epitaxy and greatly delays the occurrence of light decay.
In addition, in the external protection of LED lamps, we can also use heat dissipation paint. The heat dissipation paint allows the lamps to withstand the high temperature of the LED for a long time without qualitative deterioration. LED street lights, landscape lights, or LED advertising billboards used outdoors are also exposed to acid and alkali damage such as wind and rain, acid rain, bird droppings, air dust, black smoke emission hELlip, and so on. Therefore, the choice of heat dissipation paint must have the characteristics of acid and alkali resistance. The current range of pH resistance is between PH3 and 11, which can effectively protect the appearance of LED outdoor lamps from being corroded.
The cost structure of LED lamps has been improved with the development of packaging technology, carrier board design, and heat dissipation module structure, and the quality has been continuously improved, and the cost has also decreased with the development of technology and market demand.