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The color content of outdoor light varies considerably, yet people are able to correctly perceive the colors of objects in the scene independent, for the most part, from the color of the ambient illumination This phenomenon is called color constancy Ambient light has the spectral distribution E(>"), which describes the power at each wavelength Assume that scene surfaces are opaque, so that scene coordinates can be specified using the coordinates of the corresponding point (x, y) on the image plane The fraction of light at wavelength>" reflected from the surface point at location (x, y) is S(x, y, >) The light arriving at each location in the image is determined by the spectral distribution of the ambient light that falls on the scene surfaces and the fraction of light reflected at various wavelengths: S(x, y, >")E(>") (1018)

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22 May 2017 ... You absolutely do not have to convert PDF to Excel . First of all, please determine whether your PDF contains textual data, or it is scanned image. If it contains ...

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Assume that there are p sensors at each image location (x, y) and each sensor has a different spectral response function The spectral response of sensor k is Rk(>") Each sensor at location (x, y) samples a different distribution of light: (1019) The information about the color (spectral reflectance) of a point on the scene surface corresponding to location (x, y) in the image plane is encoded in the values Pl(X, y), P2(X,y),, pp(x, y) obtained from the p sensors at that location Color constancy is the problem of recovering the spectral reflectance

1,

(ACI 4393R-91, Mechanical Connections of Reinforcing Bars, American Concrete Institute International)

independent of the spectral distribution of the ambient light E(>") In principle, the color constancy problem can be formulated as an inverse problem in a finite-dimensional linear space and solved using matrix methods Assume that the surface reflectance is a linear combination of basis functions,

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S(x, y, >)=

Physical Requirements for Steel Reinforcing Bars Bar Sizes No 3 through No 6 No 3 through No 11, 14 and 18 No 6 through 11, 14 and 18 No 3 11, 14 and 18 No 3 through No 8 No 3 through No 8 No 3 through No 8 Grade 40 60 75 60 40 50 60 Min Yield Strength (psi) 40,000 60,000 75,000 60,000 40,000 50,000 60,000 Min Tensile Strength (psi) 60,000 90,000 100,000 80,000 70,000 80,000 90,000

L O"i(X, y)Si(>")'

(1020)

The number n of basis functions is the number of degrees of freedom in the surface reflectance Assume that the basis functions Si (>)are known Linear models with as few as three basis functions may be sufficient to account for typical surface reflectances Represent the ambient light by a linear model with m degrees of freedom:

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* ASTM A706 requires a maximum yield strength of 78,000 psi and tensile strength at least 125 times the actual yield strength (Extracted, with permission, from ASTM A 615 Standard Specification for Deformed and Plain Billet-Steel Bars for Concrete Reinforcement, ASTM A 706 Standard Specification for Low-Alloy Steel Deformed and Plain Bars for Concrete Reinforcement, and ASTM A 996 Standard Specification for Rail-Steel and Axle-Steel Deformed Bars for Concrete Reinforcement, copyright ASTM International, 100 Barr Harbor Drive, West Conshohocken, PA 19428 Copies of the complete standards may be obtained from ASTM, phone: 610-832-9585, email: service@astmorg, website: wwwastmorg)

E(>")

atching the process will allow you to see waste in the system You cannot find the problems from a computer terminal or an office Look for things that are not required for the value added activities of the tasks being performed

EjEj(>")

(1021)

ASTM A 767 Zinc Coating Requirements Bar Size No 3 No 4 and larger No 3 and larger Minimum Mass (Weight) of Zinc Coating (oz/sq ft of surface) 300 350 200

Assume that the spectral distributions Ej (>)of the basis lights are known Only three or four basis lights are needed to model natural daylight under a wide variety of weather conditions and times of day The color determination problem can be represented in matrix notation Combine the m values of Ej into a column vector E, and combine the n values of O"iinto a column vector 0" Substitute the column vectors into Equation 1019 to yield a matrix model for each pixel in the image: (1022)

The lighting matrix A is a p by n matrix, and the ij entry is (1023)

(Extracted, with permission, from ASTM A 767 Standard Specification for Zinc-Coated (Galvanized) Steel Bars for Concrete Reinforcement, copyright ASTM International, 100 Barr Harbor Drive, West Conshohocken, PA 19428 A copy of the complete standard may be obtained from ASTM, phone: 610-832-9585, email: service@astmorg, website: wwwastmorg)

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