The invention concerns a light unit with at least one LED, which includes at least one light-emitting chip as light source, with at least one fiber-optic element that widens in the light propagation direction connected optically after the LED and with a secondary lens optically connected after the fiber-optic element, in which two surfaces bordering the fiber-optic element arranged opposite to each other, which form a bottom surface and a cover surface in a longitudinal section intersecting these surfaces, have oppositely curved curve sections adjacent to the light entry surface of the fiber-optic element, in which the bottom surface includes a positively curved curve section, with reference to the light propagation direction, and the cover surface includes a negatively curved curve section, with reference to the light propagation direction, as well as such a fiber-optic element.
This type is light unit is known from DE 10 2005 017 528 A1. This light unit requires a large secondary lens, in order to trap the light emerging strongly divergent from the fiber-optic element. The light unit therefore requires a large space.
The problem underlying the present invention is therefore to develop a light unit with high light output that requires limited space.
This problem is solved with the features of the main claim. In the mentioned longitudinal section, at least one of the curves bordering the fiber-optic element has an inflection point.
Additional details of the invention are apparent from the dependent claims and the following description of schematically depicted variants.
The luminescent diode (20), for example, an LED (20), sits in a base (26) and, in this practical example, comprises a group (21) of four light-emitting chips (22-25), which are arranged in a square, cf.
The primary optics (30) in the practical examples depicted in
The fiber-optic element (31) is a plastic element made of a highly transparent thermoplastic, for example, polymethylmethacrylate (PMMA) or polycarbonate (PC). This material of the fiber-optic element (31), designed, for example, as a solid element, has a refractive index of 1.49. The length of the fiber-optic element (31) in this practical example is 13.5 millimeters. The fiber-optic element (31) of the light unit (10) described here can also have a length between 15 and 16 millimeters.
The fiber-optic element (31) is shown in detail in
The light outlet surface (34) has an area of 44 square millimeters. Its height is 5.8 millimeters here, its maximum width 9 millimeters. The light outlet surface (34) in the practical example has at least roughly the shape of the section of an oval. The imaginary center line of the light outlet surface (34), for example, is offset downward by 7% of the height of the light outlet surface (34), with reference to optical axis (11). The lower edge (35) of light outlet surface (34) has two sections (36, 37), offset in height relative to each other, which are connected to each other by a connection section (38).
The side surfaces (41, 43) of the fiber-optic element (31) are arranged in mirror image fashion to each other. They each have a flat surface section (42, 44). These surfaces sections (42, 44) lie in planes that enclose an angle of 13 degrees, oriented in the direction of fiber-optic element (31). The imaginary intersection lines of the planes lies beneath the fiber-optic element (31). The surface sections (42, 44), designated here as flat surface sections (42, 44), can also be twisted in the longitudinal direction.
The cover surface (51) of fiber-optic element (31), on the top in
The length of the parabolic surface section (52) is 30% of the length of cover surface (51), for example. The focal line (55) of the corresponding parabolic surface in this practical example lies in the center in the light entry surface (32). It is oriented parallel to the upper edge (33) of the light entry surface (32) and intersects the optical axis (11). The parabolic surface section (52) is therefore mathematically negatively curved, i.e., clockwise, with reference to the light propagation direction (15).
The cover surface (51) in
The length of the bent surface section (53) is 45% of the length of the fiber-optic element (31). The bending radius corresponds, for example, to two and one-half times the length of the fiber-optic element (31). The bending line lies outside of the fiber-optic element (31) on the side of cover surface (51). The flat section (53) is therefore mathematically positively curved counterclockwise. The transition between the parabolic surface section (52) and the bent surface section (53) is tangential. The cover surface (51) in this transition has an inflection line (56). In longitudinal section, cf.
The bent flat section (53) grades into the flat surface section (54). The latter encloses an angle of 12 degrees, for example, with a plane normal to the light entry surface (32), in which the upper edge (33) lies. In longitudinal section, the curve (61) here has a straight section (64).
The upper long edges of the fiber-optic element (31) depicted in
The bottom surface (71) of the fiber-optic element (31) in this practical example includes two parabolic surface sections (72, 73), offset relative to each other, which are developed cylindrically. The two parabolic surface sections (72, 73) are rotated relative to each other, for example, around a common axis, for example, the upper edge (33) of light entry surface (32). The angle of rotation in this practical example is 2 degrees, in which the parabolic surface section (73) positioned to the left in the light propagation direction (15) protrudes farther from the fiber-optic element (31) than the parabolic surface section (72) positioned to the right. The two parabolic surface sections (72, 73) have a common focal line (74), which coincides, for example, with the upper edge (33) of light entry surface (32). The outlet of both parabolic surface sections (72, 73) on the light outlet surface (34) lies parallel to optical axis (11). The parabolic surface section (72) abuts the lower sections (36) and the parabolic surface sections (73) the lower edge sections (37).
In the longitudinal section depicted in
A transitional region (75) in this practical example lies between the two parabolic surface sections (73, 73). This is arranged at least roughly in the center along bottom surface (71). It encloses an angle of 135 degrees, for example, with the adjacent parabolic surface sections (72, 73). The height of the transitional region (75) therefore increases in the light propagation direction (15). In this practical example, the height of the transitional region (75) at the transitional region (38) of light outlet surface (34) is 0.5 millimeter.
The optical lens (81) of the primary optics (30), for example, is a plano-convex aspherical convex lens (81), for example, a condenser lens. The flat side (82) of lens (81) lies on the light outlet surface (34) of fiber-optic element (31) in the depiction of
The secondary optics (90) in this practical example includes a secondary lens (91). This is an aspherical plano-convex lens. The envelope shape of this lens, for example, is a spherical section. The center (95) of the secondary lens (91) and the lower edge (35) of the light surface (34) of the fiber-optic element (31) have at least roughly the same spacing to optical axis (11) of light module (10). The radius of the spherical section in the depiction in
During operation of the light module (10), light (100) is emitted, for example, from all light sources (22-25) and passes through the light entry surface (32) into fiber-optic element (31). Each light-emitting chip (22-25) acts as a Lambert emitter, which emits light (100) in the half-space.
A beam path of a light module (10) in a longitudinal section of light module (10) is shown in
In
The light beams (102) emitted from the upper light-emitting chip (23), which include an upward-directed angle of 15 degrees and 30 degrees with the optical axis (11), impinge an on upper interface (151) of fiber-optic element (31). This upper interface (151) is formed by the cover surface (51) and has its size as a maximum. The corresponding impingement point here lies in the region of parabolic surface (52). The impinging light beams (102) enclose an angle with the normal at the impingement point that is greater than the critical angle of total reflection for the transition of the material of the fiber-optic element (31) with air. The upper interface (151) therefore forms a total reflection surface (151) for the impinging light (102). The reflected light beams (102) pass through the light outlet surface (34), in which they are diffracted away from the perpendicular at the passage point. On entering a secondary lens (91), the roughly parallel light beams (102) are refracted in the direction of the perpendicular at the corresponding passage point and are refracted away from the perpendicular on emerging into the surroundings (1). The depicted light beams (102) emerge here in the lower segment of the secondary lens (91) into surroundings (1).
The light (101), which is emitted from the upper light-emitting chip (23) at an upward-directed angle of 45 degrees, is initially reflected on the upper total reflection surface (151). The reflected light (101) impinges on the lower interface (161). The impingement angle of light (101) and the normal at the impingement point enclose an angle greater than the critical angle of total reflection. The lower boundary surface (161) therefore acts as a lower total reflection surface (161) for the impinging light (101). The light (101) reflected on this total reflection surface (161) passes through the light outlet surface (34) and the secondary lens (91), in which it is refracted on passing through the corresponding body interfaces (34, 92, 93). This light (101) enters the surroundings (1) in the upper segment of secondary lens (91).
The light beam (104) of the upper light-emitting chip (23) depicted in
The light (105) emitted at a downward-directed angle of 30 degrees and 45 degrees to optical axis (11) in the mentioned
The light (108) emitted from the lower light-emitting chip (25) parallel to optical axis (11) is at least roughly parallel to the light (103) of the upper light-emitting chip (23).
Light (107), which is emitted under an upward-directed angle of 15 degrees, impinges on the upper interface (151) in the region of inflection line (56). Here, it is completely reflected and enters the surroundings (1) under refraction through the light outlet surface (34) in the lower segment of secondary lens (91).
The light beams (106) emitted from the lower light-emitting chip (25) at an angle of 30 degrees and 45 degrees to the optical axis (11) in
The light beams (109) of the lower light-emitting chip (25), which enclose a downward-directed angle of 15, 30 and 45 degrees with the optical axis (11), are reflected on the lower interface (161). During refraction, they pass through the light outlet surface (34) and the secondary lens (91). For example, the light beams (109) emerging into surroundings (1) lie roughly symmetric to optical axis (11).
Of the total light (100) emitted from light sources (22-25) in this practical example, 48% is reflected on the lower interface (161) and 26% of the light on the upper interface (151).
In the view from below, cf.
The distribution of illumination intensity (170) generated by light module (10), for example, on a wall 25 meters away, is shown in
The secondary lens (91) images the light outlet surface (34) or (83) of primary optics (30) on the measurement wall. This light outlet surface (34, 83) can be the light outlet surface (34) of fiber-optic element (31) or the convex surface (83) of condenser lens (81). The region (175) of the highest illumination intensity, the so-called hot spot (175), lies here to the right beneath the intersection point (171). Upward, the illumination intensity drops quickly at the light-dark boundary (176). The light-dark boundary (176) is formed z-shaped here. In this depiction, it has a higher section (177) on the right and a lower section (178) on the left. Both sections (177, 178) are connected to each other by means of a connection section (179), which encloses an angle of, say, 135 degrees with the two other sections (177, 178). In this light-dark boundary (176), the lower edge (35) of the light outlet surface (34) images the primary optics (30).
The illumination intensity distribution depicted in
During operation, for example, of several light modules (10), an indistinctly limited illuminated area (181), free of spots and stripes, is therefore obtained, with a sharp, z-shaped light-dark boundary (176).
The light module (10) depicted in the practical examples, because of its geometric configuration, has high light output and requires only limited space. The relative decoupling efficiency attainable with such a light module (10) without additional reflections is 97% of the maximum possible decoupling efficiency. This corresponds to an absolute value of 80% to 82%.
In order to change the height position of light distribution, the lower parabolic surface sections (72, 73) can be rotated around focal line (74). In the view according to
The light distribution on the measurement wall is obtained by overlapping of different light fractions, cf.
In order to change the intensity of hot spot (175), the parabolic surface section (52) on the top can be changed. For example, in the longitudinal section of the fiber-optic element (31), rotation of the parabolic surface section (52) clockwise causes weakening of the intensity. A change in output (54) of the cover surface (51) changes the gradient of the light intensity distribution.
In addition, by displacing the start of the connection area, the height of the illumination intensity at hot spot (175) and around hot spot (175) can be controlled in targeted fashion. An unfavorable choice can cause weakening of hot spot (175).
The light (100) emerging from the light outlet surface (34) can be additionally bundled by means of condenser lens (81). A secondary lens (91) of limited diameter can therefore be used. The convex surface (83) of condenser lens (81) is an aspherical surface, for example.
The distance of secondary optical (90) from primary optics (30) also influences the illumination intensity distribution. In order to bundle the light (100) emerging divergently from the primary optics (30) at great distance, a larger secondary lens is required than at small distance. The larger secondary lens (91) (with an identical fiber-optic element (31)) permits the formation of hot spots (175), whereas a smaller spacing between primary optics (30) and secondary optics (90) and a smaller secondary lens (91) is required to form an ambient light distribution.
The light distribution to the sides of the illuminated area (181) can be influenced by the side surfaces (41, 43) and the roundings (57). Rotation of the side surfaces (41, 43) (with a fixed lower edge (35)) reduces the width of the light distribution diagram (171), cf.
A light outlet surface (34) of a fiber-optic element (31) is shown in
Two parabolic surfaces (72, 73), as shown in
The connection section (75) can be arched along the light distribution element (31) [sic], cf.
The connection section (75) can have transitional radii (77) in the transition to the parabolic surfaces (72, 73), cf.
The fiber-optic element (31) can also include two parabolic surfaces (72, 73) on the bottom, which are directly adjacent to each other and are sloped, for example, by 15 degrees to each other. Illumination, for example, with a 15 degree rise can be produced by this.
It is also conceivable to design the bottom surface (71) with only one parabolic surface (72; 73), cf.
The corresponding light module (10) can be designed in this case, so that a hot spot (175) is generated. In this practical example, the cover surface (51) also has a parabolic surface section (52), a bent surface section (53) and a flat surface section (54). An inflection line (56) lies between the parabolic surface section (52) and the bent surface section (54).
The bottom surface (71) can be described, at least in areas, by a family of parabolas lying next to each other and oriented in the light propagation direction (15). These parabolas can have different parameters.
The bottom surface (71) and the cover surface (51) of the fiber-optic element (31) can also be replaced, so that the surface designated here as bottom surface (71) lies on the top. The illumination intensity distribution is then such, that the light-dark boundary (176) lies on the bottom.
The surfaces described here can be envelope surfaces. The individual surface sections can therefore be free-form surfaces, whose envelope surfaces are parabolic surfaces. The focal lines (55, 74) can be shifted in the light propagation direction (15).
It is also conceivable to design the parabolic surface section (52) of cover surface (51) with individual steps. From every two adjacent interface sections of the fiber-optic element (31), a boundary surface section then includes a total reflection surface (151), in the fashion of a parabolic surface, for the light (101-105) emitted from the upper light-emitting chip (23), whereas the other interface section includes a total reflection surface for the light (106-109) emitted from the lower light-emitting chip (25). The bottom surface (71) can optionally also be designed in steps.
Number | Date | Country | Kind |
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10 2006 044 641.0 | Sep 2006 | DE | national |