KONGL. SV. VET. AKADEMIENS IIANDLINGAK. BAND 28. N:D 4. 



17 







2. Coefficienten mit 



sin i(*' — *) 



multiplicirt. 







i = 



c o 



c, 



S l 



c. 



s 2 



€ 3 



5 3 



l 



2 

 3 

 4 

 5 

 6 

 7 

 8 



4- 1143".'.i::i; 

 ■ 588 .872 



— 373 .279 

 + 463 .453 



29 .711 



— 186 .527 

 + 88 .753 

 + 37 .592 



201" 168 



232" 8^8 



- 28".275 

 -11 .472 

 + 41 .988 

 1 .287 

 -39 .381 

 + 19 .431 

 + 18 .017 

 -21 .020 



+ 53". 7 70 

 -37 .613 

 -31 .039 

 4- 53 .083 

 ■ 4 .549 



-36 .988 

 4- 21 .898 

 + 11 .737 



+ 12". 127 



■ 6 .482 



■ 9 .509 

 4- 11 .257 

 + 3 .953 



-11 .851 

 4- 2 .408 

 4- 7 .077 



4- 1".028 



4- 5 .319 



• 5 .71 1 



■ 5 .655 



4- 10 .054 



4- II .700 



9 .340 



4- 3 .99 1 



+ 18!» .191 

 + 23 .921 



— 151 .188 

 4- 72 .15(1 

 + 47 .223 



— 60 .974 

 + 5 .928 



4- 58 .859 



+ 172 .251 



111 .939 



■ 60 .883 

 + 89 .804 



6 .507 



■ 41 .259 



i = 



C 4 



s, 



C 5 



*5 



^ 



S 6 



C 7 



*7 



1 







-0".301 



+ 0".244 



+ 0".053 



+ 0".028 



+ 0".000 



-0".oi i 



— 0".097 



— 2".079 



2 



4- 1 .4 55 



4- .057 



4- .008 



-0 .28 1 



-0 .046 



4- .019 



4- .007 



4- .011 



3 



-0 .300 



4- 2 .203 



4- .405 



-0 .092 



-0 .038 



-0 .057 



-0 .005 



4- .013 



4 



-2 .037 



- 1 .036 



-0 .135 



+ .479 



+ .1187 



-0 .013 



-0 .01 1 



-0 .029 



5 



4- 1 .747 



— 1 .793 



— .475 



-0 .186 



4- .003 



+ .099 



4- .010 



-0 .003 



6 



4- 1 .389 



+ 2 .4 08 



+ .307 



-0 .4811 



-0 .117 



-0 .028 



4- .001 



4- .030 



rr 



t 



- 2 .475 



4- .642 



4- .302 



4- .450 



+ .049 



-0 .114 



-0 .020 



-0 .015 



8 



— .002 



— 2 .4 58 



- .531 



+ .270 



4- .1198 



4- .083 



+ .014 



-0 .021 



Fuhrt man die fur Y. und Y. so erhaltenen Ueihen in (22) ein, so erhält inan 



i . y i . y. \ / 7 



nach einer einfachen Rechnung eine Reilie nach (is — i' a') statt derjenigen in (22). Werden 

 ferner die Multiplicationen mit cos 2«' in (8) ausgefuhrt und die entsprechenden Glieder 

 hinzugefugt, so gelangt man zuin Ausdrucke [H. I (137)]: 



me 



n — \ 



(I 



I 



T (o.o. c) + 22 (*•«'•*) cos (*« - - * v ) + 22 (*•*"■*) sin ( i8 — iv ) ( 24 ) 



is — i'e' 



'5 



H^r 



cos 



sin 



cos 



sin 



0.0 

 1.0 

 2.0 



3.0 

 4.0 

 5.0 



+ 225".85359 ') 



— 1 .88380 



— .33282 



4- .0323 

 4- .0003 



— Q .oooi 



— 1". 838 17 

 + .18310 



4- .0128 

 -0 .0032 

 + .0001 



+ 436".-) 30,53 ') 

 _ 33 .01250 

 _ 3 .30141 



4- .8821 



— .0203 



— .0136 



4- .0018 

 4- .0002 



— 32" 34266 



4- 4 .09290 



4- .1694 



.1140 



4- .0088 



4- .0013 

 .0003 



b.O 



7.0 







— 6-1 

 -5 — 1 

 -4 — 1 



— 3 — 1 

 -2—1 



— 1 — 1 



— .0001 



o .oooi 



4- .0047 



— .0345 



— .1710 



.0000 

 4- .0000 



-0 .0014 

 -0 .0431 

 4- .4880 



4- .0004 



— .0022 



— .0075 



4- .1637 



— .5212 



— 5 .5140 



- .0003 



- .0020 

 4- .0209 



■ .0013 



— 1 .09::: 

 4- 5 .4 •; 8i 



') 2 mal zu gross. 

 K. Sv. Vet. Akad. Handl. Baud 28. N:o 4. 



