DF0 D! G?a G9a G:a GC0a      ! "!#"$#%$&%'&(')(*)+*,+-,.-/.0/102132435465768798:9;:<;=<>=?>@?A@BACBDCEDFEGFHGIHJIKJLKMLNMONPOQPRQSRTSUTVUWVXWYXZY[Z\[]\^]_^`_a`bacbdcedfegfhgihjikjlkmlnmonpoqprqsrtsutvuwvxwyxzy{z|{}|~}~           ! "!#"$#%$&%'&(')(*)+*,+-,.-/.0/102132435465768798:9;:<;=<>=?>@?A@BACBDCEDFEGFHGIHJIKJLKMLNMONPOQPRQSRTSUTVUWVXWYXZY[Z\[]\^]_^`_a`bacbdcedfegfhgihjikjlkmlnmonpoqprqsrtsutvuwvxwyxzy{z|{}|~}~           ! "!#"$#%$&%'&(')(*)+*,+-,.-/.0/102132435465768798:9;:<;=<>=?>@?A@BACBDCEDFEGFHGIHJIKJLKMLNMONPOQPRQSRTSUTVUWVXWYXZY[Z\[]\^]_^`_a` bcbdcedfegfhgihjikjlkmlnmon pqprqsrtsutvuwvxwyxzy{z|{}|~}~ q'qqq@أp= ף?P@@ FIGURE 11-27. UNIVER DISTRIBUTION FUNCTIO WAVE LENGTH - TEMPERW / T X 100000 CUMULATIVE W / TCurrentqqq@أp= ף?P@@= FIGURE 11-27. UNIVERSAL BLACKBODY DISTRIBUTION FUNCTIONS.* WAVE LENGTH - TEMPERATURE, MICRON-DEG RW / T X 100000 CUMULATIVE W / T9'Planck's Law of distribution of blackbody radiationP'THE PLANCK FUNCTION DIVIDED BY THE FIFTH POWER OF THE TEMPERATURE AND THE Q'STEFAN-BOLTZMANN CONSTANT IS MULTIPLIED BY 100,000 SO THAT IT PLOTS NICELY.L'SIGMA IS THEN CALCULATED BY MULTIPLYING THE TABULATED FUNCTION BY THE J'ABSCISSA INTERVAL 100 AND SUMMING DOWN TO ANY VALUE OF THE ABSCISSA.P'THE SUM MUST THEN BE DIVIDED BY 1000 TO COMPENSATE FOR THE 100,000 FACTOR.K'NOTE THE DISTINCTION BETWEEN THE STEFAN BOLTZMANN CONSTANT Sigma AND $'THE CUMULATIVE FUNCTION SIGMA! ' c1 =" f@X-? 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