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authorJoe Hunkeler <jhunkeler@gmail.com>2015-08-11 16:51:37 -0400
committerJoe Hunkeler <jhunkeler@gmail.com>2015-08-11 16:51:37 -0400
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tree4464880c571602d54f6ae114729bf62a89518057 /math/ieee/chap1/r8tx.f
downloadiraf-osx-40e5a5811c6ffce9b0974e93cdd927cbcf60c157.tar.gz
Repatch (from linux) of OSX IRAF
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+c
+c-----------------------------------------------------------------------
+c subroutine: r8tx
+c radix 8 iteration subroutine
+c-----------------------------------------------------------------------
+c
+ subroutine r8tx(nxtlt, nthpo, lengt, cr0, cr1, cr2, cr3, cr4,
+ * cr5, cr6, cr7, ci0, ci1, ci2, ci3, ci4, ci5, ci6, ci7)
+ dimension cr0(2), cr1(2), cr2(2), cr3(2), cr4(2), cr5(2), cr6(2),
+ * cr7(2), ci1(2), ci2(2), ci3(2), ci4(2), ci5(2), ci6(2),
+ * ci7(2), ci0(2)
+ common /con2/ pi2, p7
+c
+ scale = pi2/float(lengt)
+ do 30 j=1,nxtlt
+ arg = float(j-1)*scale
+ c1 = cos(arg)
+ s1 = sin(arg)
+ c2 = c1**2 - s1**2
+ s2 = c1*s1 + c1*s1
+ c3 = c1*c2 - s1*s2
+ s3 = c2*s1 + s2*c1
+ c4 = c2**2 - s2**2
+ s4 = c2*s2 + c2*s2
+ c5 = c2*c3 - s2*s3
+ s5 = c3*s2 + s3*c2
+ c6 = c3**2 - s3**2
+ s6 = c3*s3 + c3*s3
+ c7 = c3*c4 - s3*s4
+ s7 = c4*s3 + s4*c3
+ do 20 k=j,nthpo,lengt
+ ar0 = cr0(k) + cr4(k)
+ ar1 = cr1(k) + cr5(k)
+ ar2 = cr2(k) + cr6(k)
+ ar3 = cr3(k) + cr7(k)
+ ar4 = cr0(k) - cr4(k)
+ ar5 = cr1(k) - cr5(k)
+ ar6 = cr2(k) - cr6(k)
+ ar7 = cr3(k) - cr7(k)
+ ai0 = ci0(k) + ci4(k)
+ ai1 = ci1(k) + ci5(k)
+ ai2 = ci2(k) + ci6(k)
+ ai3 = ci3(k) + ci7(k)
+ ai4 = ci0(k) - ci4(k)
+ ai5 = ci1(k) - ci5(k)
+ ai6 = ci2(k) - ci6(k)
+ ai7 = ci3(k) - ci7(k)
+ br0 = ar0 + ar2
+ br1 = ar1 + ar3
+ br2 = ar0 - ar2
+ br3 = ar1 - ar3
+ br4 = ar4 - ai6
+ br5 = ar5 - ai7
+ br6 = ar4 + ai6
+ br7 = ar5 + ai7
+ bi0 = ai0 + ai2
+ bi1 = ai1 + ai3
+ bi2 = ai0 - ai2
+ bi3 = ai1 - ai3
+ bi4 = ai4 + ar6
+ bi5 = ai5 + ar7
+ bi6 = ai4 - ar6
+ bi7 = ai5 - ar7
+ cr0(k) = br0 + br1
+ ci0(k) = bi0 + bi1
+ if (j.le.1) go to 10
+ cr1(k) = c4*(br0-br1) - s4*(bi0-bi1)
+ ci1(k) = c4*(bi0-bi1) + s4*(br0-br1)
+ cr2(k) = c2*(br2-bi3) - s2*(bi2+br3)
+ ci2(k) = c2*(bi2+br3) + s2*(br2-bi3)
+ cr3(k) = c6*(br2+bi3) - s6*(bi2-br3)
+ ci3(k) = c6*(bi2-br3) + s6*(br2+bi3)
+ tr = p7*(br5-bi5)
+ ti = p7*(br5+bi5)
+ cr4(k) = c1*(br4+tr) - s1*(bi4+ti)
+ ci4(k) = c1*(bi4+ti) + s1*(br4+tr)
+ cr5(k) = c5*(br4-tr) - s5*(bi4-ti)
+ ci5(k) = c5*(bi4-ti) + s5*(br4-tr)
+ tr = -p7*(br7+bi7)
+ ti = p7*(br7-bi7)
+ cr6(k) = c3*(br6+tr) - s3*(bi6+ti)
+ ci6(k) = c3*(bi6+ti) + s3*(br6+tr)
+ cr7(k) = c7*(br6-tr) - s7*(bi6-ti)
+ ci7(k) = c7*(bi6-ti) + s7*(br6-tr)
+ go to 20
+ 10 cr1(k) = br0 - br1
+ ci1(k) = bi0 - bi1
+ cr2(k) = br2 - bi3
+ ci2(k) = bi2 + br3
+ cr3(k) = br2 + bi3
+ ci3(k) = bi2 - br3
+ tr = p7*(br5-bi5)
+ ti = p7*(br5+bi5)
+ cr4(k) = br4 + tr
+ ci4(k) = bi4 + ti
+ cr5(k) = br4 - tr
+ ci5(k) = bi4 - ti
+ tr = -p7*(br7+bi7)
+ ti = p7*(br7-bi7)
+ cr6(k) = br6 + tr
+ ci6(k) = bi6 + ti
+ cr7(k) = br6 - tr
+ ci7(k) = bi6 - ti
+ 20 continue
+ 30 continue
+ return
+ end