Mil 
de  r Académie  de  Saint-Pétersbourg-. 
103 
HHCJOBOMb  paBeHCTBi  4yrb  VP  H P!J\  nOJOJKHMb.  4T0 
t = 1 000  : Tor^a  6y4CTb 
§ = — 60"462,  xfi  = 13°56  5"83  . co  = 23°2S'2l",Hh, 
xfi'—  13°57'l"28,  o = 23°19/34"l4  . o— ©'=  0°8'53?7. 
/ 
CvAfl  no  BejnnnHaMT>  yrjoBi,  w h o)  h no  3naKy  4yrn 
f — V'  V'\  nepTeacb  I 40J/KH0  npeBpaTiiTb  Bb  Hep.  2.  Ho- 
TOMb  , no  HaiWHHblMb  I,  Xfi,  H Dp.  BhlHHC-IHeMb 
sin^sin(t) — a)  = 0,0006231,  sinw  cos^sin|=  — 0,0001 120, 
cosxfisin(o — a)— 0,00251  13,  sinosiny;sin|= — 0,0000279, 
2sin<y  cos(asim//sin2A|  = 0 , 2sina/cosôcos^sin2|£  = 0 , 
<•"«  i = Sä|.  1 = #/=  H "22'3:5  . 
sin JV=o°8'5i"22,  logsiniV=7, 41 33011. 
sin  £ ’ ’ 6 ’ 
« =o0—  (ca0 — a),  sin co'=  sino0 — (o0 — w')cosoa0  , 
sin  I = | ^ , 
COSOq 
BTOpOH  njeHT> 
sincj'cosi^sinl  = [xfi— xfi')  tang«0  — {xfi—xj/)[a0—  tu') 
npHMeTTj  T3KV K)  «bOp.My  : 
(Az — iZ2)tangco0 — Ad.  Z2  ; 
xaKT.  hto  Bbituert 
iVsinL  = A .tangG)0  J-\-[d(a — A)  — üangü0J . Z2 
= 0"081844z-t-0"0000206562z2. 
2)  IlepBbiii  HJeHb  BToparo  H3b  BbipaateHin  (B)  ecrb 
cos-!/;sin(cû  — a)  = a — a'—  dt- 1—  (c— i— e)?2. 
Tenepb  H3b  Tp  — na  NV  V onpe4ijaeaib 
sin  N)  Sin ° s”*  - , iV/  ’ =2°34  6"29  , 
sinZV 
2W»"=  / 'iV-t-P  ' r =JV/-  V-H^-  V*  = 2°35'  1 "74 , 
P"V=NP"+NV=  13°57  5"24. 
DOTOMb 
siniV/  •"=  S1°  , iV/  ■"=  2°351  "77 . 
sin  N 
HaKOHenb  Tp  — kt>  N!  P 4aerb 
tangiVP  = co sN . tang N! NP  = 1 1 °22'3"34  , 
C.I'1.4 
PV"=  NV"-\-NP=  13°57  5"l  1 . 
H TaK-b  Mpe3b  1000  .ilTb  pa3HOCTb  »ie>K4y  P V"  u P " V 40- 
cTuraeTb  mrbKO  40  0,13. 
3.  do  MaaocTH  4yrb  o — o 11  4.1a  Heôojbinaro  nncja 
I,  CTporia  4>op»iy.ibi  (B)  MoryTb  ôbiTb  npeBpanjeHbi  Bb  40- 
CTaTonHO  npnôJHateHHbia , BbipajKeHHbia  HjeHanin,  3aBnca- 
a^HMH  OTb  nepBoii  n BTopoii  crcneHn  BpeMeHH  Z, 
1)  TpeTiu  M4eHb  nepsaro  H3b  BbipaaceHÜi  (B)  paßnaeTca 
hxjmo.  IlepBbiii  HjeHb  toto  jKe  BbipaaîeHia  sin-i/isin  (0 — a ') 
npeBpamaeTca  bi  1 fi  (a — ta),  r4-fc  ifi  a <a  - a npe4CTaBjaiOTca 
Bb  OÔmeMb  BH4-fc  Mpe3b 
CJ^4. 
at  bl 2 h diH-(e-j-e)/2; 
sinyisin(ô— a')  = ad  . t 2. 
HaKOHenb.  noeJHuy 
IIOTOMb  HaX04nMb 
Ç = 2 sin  ta'cos  a cos  xfi  sin  2 — sin  ta^in  xfi  sin  | 
= i|2sin6)coso>  — Çipsmù)' 
= |sill61  (i|cOSt)  — Xfi)  , 
T4-1  COSb)=COSô0 — cZ2.  sin  6)0  ; cji4. 
Q = |sin  0 ^-cosco0  ^cl2(xjj  xfi')  tangw0  yi  J 
= îjsincj  l — \[xp-+-xpf ) — \cl2{xjj— ?//)tangM0] 
= — ^silica  [xfi-t-xjj  -+-ct2(xfi — xfi’)  tangcj0] 
■=  — j^s'n co  \x)>-t-xp  h-'CZ2(Az — îZ2)tangw0] 
= — i£sin  (ù\xfi-+-xfi)  = ^(xfi-t-xfi')  [sino0 — (o0 — w')cosû)0] 
= — ^(xfi-t-xfi')  j [ht — A2)tangw0 — (Az— i*Z2)[dZ-i-(cH-e)Z2]  J. 
Ho  K3KX  Xfi -i- Xfi'  HM-feeTb  «BOpM  V At-t-Bt 2,  TO  HaKOHenb 
Q = — \ Ah . tangco0.Z2, 
n noTOMy 
NcosL  = dt-t-(c-t-e — i j4Atangw0)Z2 
=r  o"52l  141 1 — 0"0000  0735150z2 
OTCI04a  BbIX0411Tb,  4TO 
0,08l844-b-0, 0000206562 1 
tangL  — 0»g.21 141  _ 0,00000735150 1 ’ 
, r 0,081844 
yl.ia  Z = 0,  tangL  npeBpamaeica  Bb  , 
n Lo=8°55,30'/97. 
0npe4fejniBb  BeiHHHHy  L,  HeTpy4iio  yiKe  BbinncjaTb  N 
ho  4JH  ynoTpeßjeHia,  y4oßHie  h N n L Bbipa3HTb  pa4aMH 
X13b  MJeHOBb,  3aBUCnmHXb  OTb  t H Z2.  Cb  3TOK)  n-tjbio, 
npiiMeMb 
NsmL  = gt-t-kt2,  NcosL  — g’t  — lit2. 
