Traffic signal light taking high power LED as light source high power LED
A traffic signal light and LED surface light source technology, which is applied in the field of traffic signal lights, can solve the problems of high price, large number of LEDs, and short service life, and achieve the effects of improving light energy utilization, reducing use costs, and long service life
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Embodiment 1
[0024] Example 1: LED surface light source 1 is a 4×2 array of red LEDs. Each LED light-emitting chip is 1mm×1mm. After being packaged with silica gel, it can be regarded as a light-emitting surface with a diameter of 8mm. The luminous intensity is 60cd, and the half-intensity angle is 120 degrees. Total reflection compound lens 3 is made up of 4 basic surfaces, such as image 3 As shown, a is a conical surface with a cone angle of 70 degrees, b is a circular plane with a size of Ф2mm, c is a conical surface with a total reflection surface and a cone angle of 15 degrees, d is an aspheric surface, and the surface trajectory equation is:
[0025] The parameters are set as: R=-7.356mm, K=-70.178, A=-1.8e-5mm -3 , B=2.34e-7mm -5 , C=-2.338e-10mm -7 , D=-5.536e-12mm -9 , E=3.178e-15mm -11 The focal length of the Fresnel lens 4 is 150mm; the microlens array astigmatism sheet 5 is composed of a 6×6mm square plano-convex lens, and the focal length of a single microlens is 40mm....
Embodiment 2
[0026] Example 2: LED surface light source 1 is a 4×3 array of yellow LEDs. Each small light-emitting chip is 1mm×1mm. After being packaged with silica gel, it can be regarded as a light-emitting surface with a diameter of 10mm. The luminous intensity is 66cd, and the half-intensity angle is 120 degrees. Total reflection compound lens 3 is made up of 4 basic surfaces, such as Figure 4 As shown, a 1 is a conical surface, the cone angle is 3.5 degrees, b 1 It is a spherical surface with a radius of curvature of 52.5mm, c 1 is a compound paraboloid, the surface trajectory equation is: L=a'(1+sinθ i )cotθ i / sinθ i =(a+a')cotθ i , f=a'(1+sinθ i ), where the parameters are set as: a=22mm, a'=6mm, θi=25°, d 1 As an aspheric surface, the surface trajectory equation is:
[0027] The parameters are set as: R=45.55mm, K=-3.582, A=-2.351e-5mm -3 , B=8.978e-7mm -5 , C=-4.92e-10mm -7 , D=1.2376e-12mm -9 , E=-5.248e-15mm -11 The focal length of the Fresnel lens 4 is 160mm...
Embodiment 3
[0028] Example 3: LED surface light source 1 is a 5×1 array of green LEDs, and each small light-emitting chip is 1mm×1mm. After being packaged with silica gel, it can be regarded as a light-emitting surface with a diameter of 10mm. The luminous intensity is 50cd, and the half-intensity angle is 120 degrees. Total reflection compound lens 3 is made up of 4 basic surfaces, such as Figure 5 As shown, a 2 is a conical surface, the cone angle is 90 degrees, b 2 plane, c 2 is a compound paraboloid, the surface trajectory equation is: L=a'(1+sinθ i )cotθ i / sinθ i =(a+a')cotθ i , f=a'(1+sinθ i ), where the parameters are set as: a=28mm, a'=10mm, θi=30°, d 2 is a plane, the focal length of the Fresnel lens 4 is 180mm; the microlens array diffuser 5 is composed of a 7×7mm square plano-convex lens, and the focal length of a single microlens is 30mm. The traffic signal lamp realizes a luminous light source with a luminous surface diameter of 300 mm, a luminous angle of 35 deg...
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