System and method for determining a position of a light fixture
10415967 ยท 2019-09-17
Assignee
Inventors
Cpc classification
G01C3/10
PHYSICS
A63J1/02
HUMAN NECESSITIES
F21W2131/406
MECHANICAL ENGINEERING; LIGHTING; HEATING; WEAPONS; BLASTING
A63J5/02
HUMAN NECESSITIES
International classification
A63J5/02
HUMAN NECESSITIES
F21V21/15
MECHANICAL ENGINEERING; LIGHTING; HEATING; WEAPONS; BLASTING
Abstract
A system for determining a position of a light fixture that projects a beam of light on to a stage to form a first beam pattern on the stage includes an observing device located at a predetermined position relative to the stage to observe the first beam pattern. The system also includes a controller in communication with the observing device. The controller is configured to capture from the observing device an image of the first beam pattern on the stage, determine a major dimension and a minor dimension of the first beam pattern from the image, and calculate a position of the light fixture based on the major dimension and the minor dimension.
Claims
1. A system for determining a position of a light fixture that projects a beam of light onto a stage to form a first beam pattern on the stage, the system comprising: an observing device located at a position relative to the stage to observe the first beam pattern; and a controller in communication with the observing device, the controller configured to capture from the observing device an image of the first beam pattern on the stage, determine a major dimension and a minor dimension of the first beam pattern from the image, determine an eccentricity of the first beam pattern based on the major dimension and the minor dimension, and calculate a position of the light fixture relative to the stage based on the eccentricity.
2. The system of claim 1, wherein the controller is configured to calculate the position of the light fixture by triangulation.
3. The system of claim 1, wherein the controller is configured to orient the light fixture based on the calculated position of the light fixture to aim the light fixture onto a target location on the stage.
4. The system of claim 1, wherein the beam of light defines a beam angle, and wherein the controller is configured to calculate the position of the light fixture based on the major dimension, the minor dimension, and the beam angle.
5. The system of claim 1, wherein the observing device is a camera.
6. A lighting system for illuminating a stage, the lighting system comprising: a light fixture including a base and a lamp assembly movable relative to the base; an observing device located at a position relative to the stage to observe the stage; and a controller in communication with the light fixture and the observing device, the controller configured to: control the light fixture to project a beam of light onto the stage to form a first beam pattern on the stage, capture from the observing device an image of the first beam pattern on the stage, determine an eccentricity of the first beam pattern from the image, calculate a position of the light fixture relative to the stage based on the eccentricity, and orient the light fixture, based on the calculated position, by moving the lamp assembly relative to the base to aim the light fixture onto a target location on the stage.
7. The lighting system of claim 6, wherein the controller is configured to calculate the position of the light fixture by triangulation.
8. The lighting system of claim 6, wherein the controller is configured to determine the eccentricity of the first beam pattern based on a major dimension and a minor dimension of the first beam pattern, and wherein the major dimension and the minor dimension are determined from the image.
9. The lighting system of claim 8, wherein the beam of light defines a beam angle, and wherein the controller is configured to calculate the position of the light fixture based on the major dimension, the minor dimension, and the beam angle.
10. The lighting system of claim 6, wherein the observing device is a camera.
11. A method of determining a position of a light fixture relative to a surface, the method comprising: projecting a beam pattern from the light fixture onto the surface with the light fixture; capturing an image of the beam pattern on the surface; determining a major dimension and a minor dimension of the beam pattern from the image; determining an eccentricity of the beam pattern from the major dimension and the minor dimension; calculating a position of the light fixture relative to the surface based on the eccentricity; and orienting the light fixture to illuminate a target position on the surface based on the calculated position of the light fixture.
12. The method of claim 11, wherein projecting the beam pattern includes projecting a beam of light defining a beam angle from the light fixture, wherein the beam of light intersects the surface at an inclination angle, and wherein calculating the position of the light fixture includes determining the inclination angle based on the eccentricity and the beam angle.
13. The method of claim 11, wherein capturing the image includes taking a picture of the beam pattern on the surface with a camera located at a position relative to the surface.
14. The method of claim 11, wherein orienting the light fixture includes moving a lamp assembly of the light fixture relative to a base of the light fixture.
15. The method of claim 11, further comprising inputting the calculated position of the light fixture into a light show program.
16. The method of claim 11, wherein calculating the position of the light fixture includes triangulating the position of the light fixture.
17. The system of claim 1, wherein the controller is configured to determine the eccentricity based on the equation: eccentricity=(1b.sup.2/a.sup.2) wherein a is the major dimension, and b is the minor dimension.
18. The lighting system of claim 8, wherein the controller is configured to determine the eccentricity based on the equation: eccentricity=(1b.sup.2/a.sup.2) wherein a is the major dimension, and b is the minor dimension.
19. The method of claim 11, wherein determining the eccentricity includes calculating the eccentricity based on the equation: eccentricity=(1b.sup.2/a.sup.2) wherein a is the major dimension, and b is the minor dimension.
Description
BRIEF DESCRIPTION OF THE DRAWINGS
(1)
(2)
(3)
(4)
(5)
(6) Before any embodiments of the disclosure are explained in detail, it is to be understood that the disclosure is not limited in its application to the details of construction and the arrangement of components set forth in the following description or illustrated in the following drawings. The disclosure is capable of other embodiments and of being practiced or of being carried out in various ways. In particular, it should be noted that a plurality of hardware and software based devices, as well as a plurality of different structural components may be utilized to implement the disclosure.
DETAILED DESCRIPTION
(7)
(8) With continued reference to
(9) Referring to
(10) With reference to
(11) The beam 62 creates an elliptical beam pattern 58 where it intersects the stage 14. In the illustrated embodiment, the light fixture 22 is oriented at an oblique angle relative to the stage 14. Accordingly, the beam pattern 58 is an ellipse. In other embodiments, the beam pattern 58 may be circular (e.g., if the light fixture 22 is oriented perpendicular to the stage 14). In yet other embodiments, the light fixture 22 may produce other beam patterns 58 by projecting differently-shaped beams of light 62, for example. As illustrated in
(12) Next, the observing device 54 (
(13) With reference to
e=(1b{circumflex over ()}2/a{circumflex over ()}2)(1)
From the eccentricity e, the controller 26 can determine an inclination angle , which is the included angle defined between the plane of the stage 14 and a central axis 66 of the beam 62, which intersects the plane of the stage 14 at a point G (
e=cos()/(cos(/2))(2)
(14) With the inclination angle and beam angle known, along with the positions of the end points C, D of the major diameter, the controller 26 solves a series of triangles to calculate a position A of the light fixture 22 relative to the stage 14. Line segment EC extends perpendicular to line segment AG, which connects the position A of the light fixture 22 to the intersection point G of the beam's central axis 66. This forms isosceles triangle AEC. Because triangle AEC is isosceles, angles and .sub.1 are equal. Therefore, angles and .sub.1 can be calculated using Equation (3):
+.sub.1+=180(3)
Next, angle can be calculated by solving right triangle CFG with Equation (4),
=90(4)
allowing angle r to be calculated using Equation (5):
r=180.sub.1(5)
Because line segment EC is perpendicular to line segment AD, angle can be calculated using Equation (6):
=180(6)
Finally, angle can be calculated by solving triangle DEC, using Equation (7):
=180(7)
(15) With angles , , , and r known, the lengths of line segments AH and GH are solvable, using the following system of equations, to obtain the coordinate position A of the light fixture 22:
EC/sin()=DC/sin()(8)
sin(/2)=FC/AC(9)
sin(r)=AH/AC(10)
cos(r)=HC/AC(11)
GC=2*FC(12)
GH=GC+HC(13)
(16) It is noted that, for a light fixture having a fixed beam angle, the angle is known and communicated to the controller 26. For example, the specific lighting models can be sensed by the controller or manually input to the controller 26, and the controller 26 can then use a look-up table to determine the beam angle of the specified light fixture. Alternatively, the actual beam angle can be manually input to the controller 26. For a light fixture having a variable beam angle , the light fixture can be adjusted to a specific, known beam angle (e.g., maximum or minimum beam angle) before the above-described calibration operation is performed. Such adjustment of the beam angle can be initiated via communication from the controller 26 or can be done by manual manipulation of the lighting fixture.
(17) Referring to
(18) The controller 26 may repeat the calibration operation described above for each light fixture 22 within the lighting system 10. In some embodiments, the controller 26 may calculate the position of a first one of the light fixtures 22a, and then calculate the position of a second one of the light fixtures 22b that is attached to the same support bar 38 as the first light fixture 22a. The controller 26 can then determine the locations of any additional light fixtures 22 on the same support bar 38 if the spacing of the additional light fixtures 22 relative to the first or second light fixtures 22a, 22b, is known. Accordingly, the controller 26 need only conduct the calibration operation for two light fixtures 22 on a particular support bar 38 to determine the positions of every light fixture 22 on the support bar 38.
(19) In some embodiments, the controller 26 inputs the calculated position A or average position A of each calibrated light fixture 22 into a light show program. The light show program can include one or more target locations 70 (i.e., locations to which the light is to be directed during the show) for the beams 62 produced by the light fixtures 22 (
(20) Various features of the disclosure are set forth in the following claims.