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- ECHO:TRUE$
- NDEP#:4$
- NIND#:1$
- DV#:DE#:{}$
-
- DE#[1]:-U(1,1,1)*U(2)*(U(2)-2*M)-2*M*U(1,1)*U(2,1)$
- DE#[4]:-U(2,1,1)*U(2)^3*(U(2)-2*M)+U(1,1)^2*(-M*U(2)^2+4*M^2*U(2)-4*M^3)
- +U(2,1)^2*M*U(2)^2
- +U(3,1)^2*(U(2)^5-4*M*U(2)^4+4*M^2*U(2)^3)
- +U(4,1)^2*(SIN U(3))^2*(U(2)^5-4*M*U(2)^4
- +4*M^2*U(2)^3)$
- DE#[2]:-U(3,1,1)*U(2)+(-2*U(2,1)*U(3,1)+U(4,1)^2*U(2)*SIN U(3)*COS U(3))$
- DE#[3]:-U(4,1,1)*U(2)*(SIN U(3))+(-2*U(2,1)*U(4,1)*(SIN U(3))
- -2*U(3,1)*U(4,1)*U(2)*COS U(3))$
- DV#[1]:U(1,1,1)$
- DV#[2]:U(3,1,1)$
- DV#[3]:U(4,1,1)$
- DV#[4]:U(2,1,1)$
- % Schwarzschild metric for mass M %
- % See MORELIE.DOC for how to solve %
- ECHO:FALSE$
- RDS()$
-
-