Цитата(Prutvel @ 10.5.2010, 0:22) *

А выложить не могли бы? sad.gif


a0 := 1343/100
an := 1/100*sin(k*Pi)*(-269+1612*cos(k*Pi))/k/Pi
bn := -1/100*(1612*cos(k*Pi)+1343)*(cos(k*Pi)-1)/k/Pi

Ток через катушку (100 гармоник)

IL := -.1765471327e-1*sin(1218.937950*t)-.1729805240e-1*sin(1244.070691*t)+6.715000000-.2014714338e-1*sin(1068.141502*t)-.1968399066e-1*sin(1093.274244*t)-.1924165379e-1*sin(1118.406985*t)-.1881876030e-1*sin(1143.539726*t)-.1841405578e-1*sin(1168.672467*t)-.1802639145e-1*sin(1193.805209*t)-.2481894474e-1*sin(867.0795725*t)-.2411981954e-1*sin(892.2123137*t)-.2345900257e-1*sin(917.3450550*t)-.2283342916e-1*sin(942.4777962*t)-.2224035308e-1*sin(967.6105374*t)-.2167730617e-1*sin(992.7432787*t)-.2114206404e-1*sin(1017.876020*t)-.2063261671e-1*sin(1043.008761*t)-.3357857231e-1*sin(640.8849014*t)-.3231145637e-1*sin(666.0176426*t)-.3113649431e-1*sin(691.1503839*t)-.2902554555e-1*sin(741.4158663*t)-.2807388831e-1*sin(766.5486076*t)-.2718265377e-1*sin(791.6813488*t)-.2634626442e-1*sin(816.8140900*t)-.2555980876e-1*sin(841.9468313*t)-.5524216733e-1*sin(389.5574891*t)-.5189415718e-1*sin(414.6902303*t)-.4892877677e-1*sin(439.8229716*t)-.4628397803e-1*sin(464.9557128*t)-.4391044068e-1*sin(490.0884540*t)-.4176846798e-1*sin(515.2211953*t)-.3982574855e-1*sin(540.3539365*t)-.3805571529e-1*sin(565.4866777*t)-.3643632313e-1*sin(590.6194190*t)-.3494912628e-1*sin(615.7521602*t)-.1317313221*sin(163.3628180*t)-.1141671458*sin(188.4955592*t)-.1007357169*sin(213.6283005*t)-.8154796130e-1*sin(263.8937829*t)-.7445683423e-1*sin(289.0265242*t)-.6850028749e-1*sin(314.1592654*t)-.6342619213e-1*sin(339.2920066*t)-.5905197198e-1*sin(364.4247479*t)-.9013195721e-1*sin(238.7610417*t)-.3004398574e-1*sin(716.2831251*t)-.1556824716*sin(138.2300768*t)-1.712507187*sin(12.56637062*t)-.5708357290*sin(37.69911185*t)-.3425014374*sin(62.83185308*t)-.2446438839*sin(87.96459431*t)-.1902785764*sin(113.0973355*t)


напряжение через катушку

u := -2.152000000 cos(1118.406985 t) - 2.152000000 cos(1143.539726 t)

- 2.151999999 cos(1068.141502 t)

- 2.152000001 cos(1093.274244 t)

- 2.152000000 cos(1218.937950 t)

- 2.152000000 cos(1244.070691 t)

- 2.152000001 cos(565.4866777 t)

- 2.152000000 cos(515.2211953 t)

- 2.152000000 cos(540.3539365 t)

- 2.152000000 cos(439.8229716 t)

- 2.152000000 cos(464.9557128 t)

- 2.151999999 cos(490.0884540 t)

- 2.151999999 cos(766.5486076 t)

- 2.152000000 cos(791.6813488 t)

- 2.152000000 cos(741.4158663 t)

- 2.152000000 cos(666.0176426 t)

- 2.152000000 cos(691.1503839 t)

- 2.152000000 cos(640.8849014 t)

- 2.152000000 cos(917.3450550 t)

- 2.151999999 cos(942.4777962 t)

- 2.152000000 cos(967.6105374 t)

- 2.152000000 cos(867.0795725 t)

- 2.152000000 cos(892.2123137 t)

- 2.152000001 cos(1193.805209 t)

- 2.152000000 cos(1168.672467 t)

- 2.152000001 cos(138.2300768 t)

- 2.152000000 cos(12.56637062 t)

- 2.151999999 cos(238.7610417 t)

- 2.152000000 cos(716.2831251 t)

- 2.152000000 cos(339.2920066 t)

- 2.152000000 cos(364.4247479 t)

- 2.152000000 cos(289.0265242 t)

- 2.152000000 cos(314.1592654 t)

- 2.152000000 cos(263.8937829 t)

- 2.152000000 cos(163.3628180 t)

- 2.151999999 cos(188.4955592 t)

- 2.152000000 cos(213.6283005 t)

- 2.152000000 cos(590.6194190 t)

- 2.152000000 cos(615.7521602 t)

- 2.152000000 cos(992.7432787 t)

- 2.152000000 cos(1017.876020 t)

- 2.151999999 cos(1043.008761 t)

- 2.152000000 cos(816.8140900 t)

- 2.151999999 cos(841.9468313 t)

- 2.152000000 cos(389.5574891 t)

- 2.151999999 cos(414.6902303 t)

- 2.152000000 cos(37.69911185 t)

- 2.151999999 cos(62.83185308 t)

- 2.152000000 cos(87.96459431 t)

- 2.151999999 cos(113.0973355 t)