Can I solve this non linear system of algebraic equation for $Q_1(t)$ and $Q_2(t)$?











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I have tried a lot but cannot solve approximately continuously i am trying and using the Newton Raphson method but still stuck please give me hints can i solve this by any other method. $$a(t)= f_1( Q_1(t),Q_2(t))$$
$$b(t)= f_2( Q_1(t),Q_2(t))$$










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  • Sorry but your question is 1) too general 2) non motivated : why are you interested in such a system ; give an example you have been working on... It is your interest to be a little more concrete ; otherwise, it is likely that you get no answer.
    – Jean Marie
    Nov 23 at 21:47















up vote
0
down vote

favorite












I have tried a lot but cannot solve approximately continuously i am trying and using the Newton Raphson method but still stuck please give me hints can i solve this by any other method. $$a(t)= f_1( Q_1(t),Q_2(t))$$
$$b(t)= f_2( Q_1(t),Q_2(t))$$










share|cite|improve this question






















  • Sorry but your question is 1) too general 2) non motivated : why are you interested in such a system ; give an example you have been working on... It is your interest to be a little more concrete ; otherwise, it is likely that you get no answer.
    – Jean Marie
    Nov 23 at 21:47













up vote
0
down vote

favorite









up vote
0
down vote

favorite











I have tried a lot but cannot solve approximately continuously i am trying and using the Newton Raphson method but still stuck please give me hints can i solve this by any other method. $$a(t)= f_1( Q_1(t),Q_2(t))$$
$$b(t)= f_2( Q_1(t),Q_2(t))$$










share|cite|improve this question













I have tried a lot but cannot solve approximately continuously i am trying and using the Newton Raphson method but still stuck please give me hints can i solve this by any other method. $$a(t)= f_1( Q_1(t),Q_2(t))$$
$$b(t)= f_2( Q_1(t),Q_2(t))$$







numerical-methods systems-of-equations numerical-linear-algebra






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asked Nov 22 at 7:42









tehreem

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  • Sorry but your question is 1) too general 2) non motivated : why are you interested in such a system ; give an example you have been working on... It is your interest to be a little more concrete ; otherwise, it is likely that you get no answer.
    – Jean Marie
    Nov 23 at 21:47


















  • Sorry but your question is 1) too general 2) non motivated : why are you interested in such a system ; give an example you have been working on... It is your interest to be a little more concrete ; otherwise, it is likely that you get no answer.
    – Jean Marie
    Nov 23 at 21:47
















Sorry but your question is 1) too general 2) non motivated : why are you interested in such a system ; give an example you have been working on... It is your interest to be a little more concrete ; otherwise, it is likely that you get no answer.
– Jean Marie
Nov 23 at 21:47




Sorry but your question is 1) too general 2) non motivated : why are you interested in such a system ; give an example you have been working on... It is your interest to be a little more concrete ; otherwise, it is likely that you get no answer.
– Jean Marie
Nov 23 at 21:47















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