1997
DOI: 10.2150/jlve.21.2_28
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Development of Visualization System of Spatial Illuminance.

Abstract: We have established a visualization system for spatial illuminance, in order to visually recognize the three-dimensional luminous condition in a lighting space. It calculates illumination vector and mean spherical i]luminance at every point on a regular grid, and displays them graphically with perspective.This paper describes the simulation and ana[ysis of the luminous environment of a soccer ground and an interior, including the spherical presentation of mean spherical illumninance distribution, colOr contour… Show more

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“…For balancing the consuming time of calculation and accuracy of results, methods to determine mean spherical illuminance from cubic illuminance value were proposed. 42,43 The method using cubic illuminances (representing the positive and the negative x-, y-, z-axes) has a relatively high accuracy, 44 so it was adopted in this study. The mean spherical irradiance of the shortwave portion ( E sw ) at one point can be calculated with the Equation (13):…”
Section: Methodsmentioning
confidence: 99%
“…For balancing the consuming time of calculation and accuracy of results, methods to determine mean spherical illuminance from cubic illuminance value were proposed. 42,43 The method using cubic illuminances (representing the positive and the negative x-, y-, z-axes) has a relatively high accuracy, 44 so it was adopted in this study. The mean spherical irradiance of the shortwave portion ( E sw ) at one point can be calculated with the Equation (13):…”
Section: Methodsmentioning
confidence: 99%
“…For the fluence rate calculation, we adopted a method parallel to that of calculating spherical illuminance. We derived the spherical illuminance from cubic illuminance, as it maintains high accuracy but is efficient on computational time 31–33 . The fluence rate, E0, can thus be derived from the spherical illuminance at any one point defined by Equations 1–3 31 :false|bold-italicEfalse|=Efalse(xfalse)2+Efalse(yfalse)2+Efalse(zfalse)2E=E(x)+E(y)+E(z)3E0=4E+false|bold-italicEfalse|where E ( x ), E ( y ), E ( z ) respectively, denote the irradiation vector components measured at the three principal axes, | E | is the irradiation vector magnitude, and ~ E is the symmetric components on the three axes.…”
Section: Methodsmentioning
confidence: 99%