S5001611

Wektor wyrazów wolnych:

Wektor niewiadomych:			S\2p-S\2o
	~dB\		S\3p-S\3o
	dL\		Sl4p-S\4o
	dB2		A13p-A12p-al23o
	dL2		A21p - A24p - a241o
X =	dB2	L =	A24p - A23p - a234o
	dLi		A32p - A3 lp - a312o
	dB4		A31p-A34p-a341o
	dL4_		A43p-A42p-a423o
			A42p-A41p-a412o
			A14p- A13p-al34o
pi2=-Ml*cos(A12);		U23=M2*sin(A23)/d4;
P21=-M2*cos(A21);		U32=M3*sin(A32)/d4;
Q12—NI *cos(B 1 )*sin(A 12);		U34=M3*sin(A34)/d5;
021=-N2*cos(B2)^łsin(A21);		U43=M4*sin(A43)/d5;
		U24=M2*sin(A24)/d6;
P13—Ml*cos(A13);		U42=M4*sin(A42)/d6;
P31=-M3*cos(A31);
Q13=-Nl*cos(Bl)*sin(A13);		W12=-N 1 *cos(B 1 )*cos(Al 2)/dl;
Q31=-N2*cos(B3)*sin(A311;		W21 =-N2*cos(B2)*cos(A21 )/dl;
		W13=-N 1 *cos(B 1 )*cos(A 13yd2;
y g o o > £		W31=-N3*cos(B3)*cos(A31 yd2;
P41=-M2*cos(A41);		W14—N1 *cos(Bl)*cos(A14yd3;
Q14=^i-Nl'^,'cos(Bl)*sin(A14);		W41 —N4*cos(B4)*cos(A41 yd3;
Q41=-N2*cos(B4)*sin(A41);		W23—N2*cos(B2)*cos(A23yd4;
		W32=-N3*cos(B3)*cos(A32yd4;
U12=M1 *sin(A12)/dl;		W34=-N3*cos(B3)*cos(A34yd5;
U21=M2^łsin(A21)/dl;		W43=-N4*cos(B4)*cos(A43yd5;
U13=Ml*sin(A13)/d2;		W24=-N2*cos(B2)*cos(A24yd6;
U31=M3*sin(A31)/d2;		W42=-N4*cos(B4)*cos(A42yd6;
U14=Ml*sin(A14)/d3;
U41=M4*sin(A41)/d3;

Rozwiązanie układu równań normalnych:

A'PAX+A’PL=0 X=-(A'*P*A)'¹ *(A'*P*L) V=A*X+L

Dane do wyrównania czworoboku na elipsoidzie GRS 80:

Nr Dunktu	B	L
1	53 deg 44 min 46.1206 sec	. 20 deg 27 min 34.6298 sec 1
2	53 deq 44 min 41.4568 sec	20 deg 27 min 51.0312 sec
3	53 deq 44 min 33.8245 sec	20 deg 27 min 52.3241 sec 1
_*--	| 53 deg 44 min 34.9473 sec	^20 d®9 27 min 31.4501 sec |