Logarithmic projection

$B $BN}=,(B $B>e(B: $B $BA0(B: $BN}=,(B

$BBP?t%W%m%C%H(B

$Bx$B%G!<%?$O(B3$B$+$i(B9613$B$NHO0O$K!"(By$B$O(B $3.2 \cdot 10^{20}$ $B$+$i(B $6.8 \cdot 10^{24}$ $B$NHO0O$K$"$k$H$7$^$9!#$3$N$?$a$K$O

psbasemap -R1/10000/1e20/1e25 -JX9il/6il \ -B2:"Wavelength (m)":/a1pf3:"Power (W)":WS >! plot.ps

($B%P%C%/%9%i%C%7%e(B $\backslash$ $B$O(BUNIX$B$G$O2~9T$rL5;k$9$k$?$a$N$b$N$G!"(B2$B9T$K$o$?$k%3%^%s%I$r(B1$B9T$ND9$$%3%^(B$B%s%I$H$_$J$7$^$9(B)($B7k2L(B)

$BN}=,(B

$B%]!<%k(B $B%Y%C%;%k(B
1999-06-09

$BBP?t%W%m%C%H(B

$BBP?t%W%m%C%H(B