The present disclosure is related generally to systems and methods for measuring spatial and angular performance of a visual display.
Flat panel video displays, such as plasma televisions, LCD displays, and the like, are becoming very popular. As a result, flat panel video displays are used in a wide variety of viewing areas from family rooms to boardrooms. Many manufacturers are accordingly entering into this segment of the market with many different models of video displays that have different shapes and sizes.
It is often desired to measure the view angle performance and total light (e.g., the total luminous flux) emitted by such video displays in order to characterize each display's performance. One conventional process for measuring visual displays includes taking “spot” measurements with a spectroradiometer or other suitable spot meter at a number of different portions of the display. During such measurements, it is possible to measure view angle performance by rotating or moving the visual display relative to the spectroradiometer. A number of separate spot measurements can be taken of various points on the visual display to approximate the view angle performance of the particular display. Although this conventional approach can generally provide the necessary measurement(s) with a sufficient degree of accuracy, this process is far too slow for production applications. Furthermore, this method requires an assumption that the visual display under test is spatially uniform (i.e., has a uniform brightness and color across the entire display). Most displays, however, are not spatially uniform. For research and development applications, often a high amount of spatial resolution is required. This type of measurement is impractical because of the enormous amount of time that would be required using a spot measurement device to measure thousands of locations on the visual display. Accordingly, there is a need to improve the systems and methods for measuring spatial and angular performance of visual displays.
A. Overview
The present disclosure describes systems and methods for measuring spatial and angular performance of a visual display. In one particular embodiment, for example, a method for measuring spatial and angular performance of a flat panel visual display includes capturing a plurality of image measurements from a visual display at a plurality of different view angles. The method also includes selecting one or more points of interest on the visual display, and calculating tristimulus values (X, Y, Z) for each point of interest at each of the plurality of view angles. The method further includes generating a view angle performance plot for the one or more selected points of interest.
Another embodiment of the invention is directed to a system for measuring spatial and angular performance of a flat panel visual display. The system includes a camera (e.g., an imaging photometer) and a flat panel visual display positioned relative to the camera for measurement. The system also includes a display support assembly (e.g., a goniometer) carrying the visual display and configured to rotatably move the visual display relative to the camera. The system further includes a controller operably coupled to the camera and the display support assembly. The controller has a computer-readable medium containing instructions to perform a method comprising (a) capturing a plurality of image measurements from the visual display at a plurality of different view angles with the camera, (b) creating a list of user-selected points of interest on the visual display, (c) calculating tristimulus values (X, Y, Z) for the individual point of interests at each of the view angles, and (d) generating one or more a view angle performance charts for the selected points of interest.
Many specific details of certain embodiments of the invention are set forth in the following description and in
B. Embodiments of Systems and Methods for Measuring Spatial and Angular Performance of a Visual Display
The imaging photometer 110 is positioned at a desired distance from the visual display 120 and configured to capture one or more image measurements from the visual display 120. The distance between the imaging photometer 110 and the visual display 120 can vary depending on the size of the visual display 120 and the configuration of the imaging photometer 110. In several embodiments, the imaging photometer 110 can include a CCD digital camera. Suitable CCD-based digital cameras include the ProMetric® series imaging photometers and/or calorimeters, which are commercially available from the assignee of the present application, Radiant Imaging of Duvall, Wash. In other embodiments, however, other CCD-based or CMOS-based digital cameras may be used.
The display support assembly 130 can include a goniometer configured to rotatably move the visual display 120 about a first axis or horizontal axis 132 (as shown by the arrow H) and a second axis or vertical axis 134 generally transverse to the first axis 132 (as shown by the arrow V). The arrangement illustrated in
As mentioned above, the controller 140 is operably coupled to the imaging photometer 110 to receive and process the image data captured from the visual display 120. The controller 140, for example, can include image software to extract the brightness and color data (i.e., luminance Lv and chromaticity coordinates (Cx, Cy), respectively) from the image data. The controller 140 can also include a database to store image data and view angle performance data. Suitable image software for the controller 140, such as ProMetric® 8.5 software, is commercially available from Radiant Imaging. Methods for using the image software to measure view angle performance of the visual display 120 are discussed in more detail below.
In operation, the system 100 is configured to obtain complete or at least generally complete spatial and angular characterizations of display performance (e.g., luminance, chromaticity, uniformity, Δu′v′, color-luminance difference, and/or contrast ratio) at a number of different viewing angles without having to move or recalibrate the imaging photometer 110. In the illustrated embodiment, for example, the visual display 120 is at a first position with a first angle relative to the imaging photometer 110. The visual display 120 can be pivoted or rotatably moved (as shown by the arrow H and V) to any number of different positions relative to the imaging photometer 110, and the system 100 can measure any number of points (i.e., points of interest or test points) on the visual display 120 regardless of the relative viewing angle between the visual display 120 and the imaging photometer 110. One advantage of this feature is that the system 100 can substantially improve the speed and efficiency of measuring view angle performance of visual displays as compared with conventional systems that use spectroradiometers or other types of spot meters to measure single points on the visual display.
At stage 220, the method 200 includes capturing images of the visual display at a plurality of different view angles. In one embodiment, for example, this process can include selecting a desired step size (e.g., approximately 1°-10°) and stepping the goniometer about both the H axis and the V axis (
Θ=arccos(cos V cos H)
Φ=arctan(sin V tan H)
In other embodiments, the step sizes can be different and/or the view angles can be characterized using different coordinate systems.
Referring to
One particular feature of this embodiment is that the selected points of interest can accurately rotate with the visual display. The points 320 illustrated in
Referring back to
Next, for each point of interest at each view angle, this stage includes finding the CCD pixels enclosed by each point of interest in the normal view and, for each pixel found, determining its (x, y, z) position relative to the goniometer rotation center. The process then includes transforming this position vector using the rotation matrices described above and, subsequently, projecting the new position vector from the camera location into the view plane normal to the camera through the rotation center. Accordingly, this new position is the location of the particular CCD pixel in the measured image at the given view angle. This process can be repeated for each of the desired pixels.
The transformed pixel locations are generally non-integer values because they result from a series of calculations. Accordingly, stage 240 of the method 200 can further include determining the pixel gray value at each transform location by interpolating the measurement image. A bilinear interpolation is generally sufficient. In general, there will be three images—one image captured through each of the three CIE (Commission Internationale de l'Eclairage) color matching filters of the camera. The pixel gray value for each of these images is interpolated. More specifically, stage 240 continues by computing the average pixel gray values for each filter for all pixels enclosed in the point of interest. These values are referred to herein as R, G, and B. The individual (R, G, B) values are converted to tristimulus values (X, Y, Z) by multiplying the (R, G, B) vector by a color calibration matrix. This matrix is generally a preconfigured matrix specifically selected based on the particular set of color matching filters and camera. The tristimulus values (X, Y, Z) values for each point of interest and for each measurement angle can then be stored in a database or other file. One feature of the method 200 is that the above-described calculations only need to be done once (unless a new set of points of interest is desired). An advantage of this feature is that it can provide a significant time savings when creating the various plots of the view angle data, as described in greater detail below.
At stage 250, the method 200 continues by generating one or more view angle performance charts for the user-selected points of interest. More specifically, this stage of the method 200 includes creating view angle performance radar plots (with spherical coordinates) at one or more user-selected points of interest by interpolating the table of (X, Y, Z) values generated in stage 240. This process begins by building a regular 2-D grid of values for each of X, Y, and Z. The horizontal grid dimension is the azimuth view angle Φ and the vertical grid dimension is the inclination view angle Θ. These grids are constructed by interpolating all the values in the (X, Y, Z) table for the given point(s) of interest. Because the angular step size of the measurement images may be large (e.g., greater than one degree), a bi-cubic interpolation method can be used. The grids are generally constructed at the smallest step size evident in the recorded data.
The constructed grids are then interpolated down to a finer or smaller step size (e.g., one degree) using a bi-cubic interpolation method or another suitable interpolation method. Although the grid data can now be plotted to a standard radar plot if desired, this data does not represent the industry standard of measuring the view angle performance for a given point of interest relative to the normal direction. More specifically, the problem is that for all points except the point directly in front of the camera, the camera makes an additional angle to the point of interest. This angle should generally be removed before presenting the data.
Accordingly, stage 250 can continue by constructing new grids that correct for the camera angle by interpolating the uncorrected grids. More specifically, for each element (i.e., a certain azimuth view angle Φ and inclination view angle Θ) in the corrected grid, the method 200 can include constructing a vector originating from the point of interest and pointing in the direction of the view angle (given by the azimuth Φ and inclination Θ angles). The method continues by determining the intersection point of this vector and a sphere centered on the goniometer rotation center with a radius of the camera-to-display distance. The method then includes computing the direction cosines of a vector pointing from the origin (goniometer rotation center) to the intersection point found previously, and converting these direction cosines into the spherical angles (new azimuth Φ and inclination Θ angles). Next, the method includes interpolating the uncorrected grids at these new azimuth Φ and inclination Θ angles. A bi-linear interpolation is generally sufficient. The newly corrected grids can then be plotted in a standard radar-plot form and the plot will now represent the view angle performance relative to the normal direction.
A variety of different view angle performance charts can be generated using the methods described above.
One feature of embodiments of the invention described above with reference to
Another feature of embodiments of the invention described above in
From the foregoing, it will be appreciated that specific embodiments of the invention have been described herein for purposes of illustration, but that various modifications may be made without deviating from the invention. For example, the systems and methods described above can be used to measure a number of different light sources in addition to flat panel visual displays. Aspects of the invention described in the context of particular embodiments may be combined or eliminated in other embodiments. Further, while advantages associated with certain embodiments of the invention have been described in the context of those embodiments, other embodiments may also exhibit such advantages, and not all embodiments need necessarily exhibit such advantages to fall within the scope of the invention. Accordingly, the invention is not limited except as by the appended claims.
The present application claims priority to pending U.S. Provisional Application No. 60/715,447, filed Sep. 9, 2005, and U.S. Provisional Application No. 60/720,224, filed Sep. 23, 2005, both of which are incorporated herein in their entirety by reference.
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