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OkkesDulgerci
OkkesDulgerci
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I am trying to find a solution to this system of differential equations but the program gives the same output without any messages. I would like help. Please find the Mathematica code posted here. a and d are Constants, I=sqrt(-1)$

S1 = I y' == Cos[a t] Exp[- I d t] x;

S2 = I x' == Cos[a t] Exp[ I d t] y;

S = {S1, S2};$I=\sqrt{-1}$

DSolve[S, {y, x}, t]

S1 = I y' == Cos[a t] Exp[- I d t] x;

S2 = I x' == Cos[a t] Exp[ I d t] y;

S = {S1, S2};

DSolve[S, {y, x}, t]

I am trying to find a solution to this system of differential equations but the program gives the same output without any messages. I would like help. Please find the Mathematica code posted here. a and d are Constants, I=sqrt(-1)$

S1 = I y' == Cos[a t] Exp[- I d t] x;

S2 = I x' == Cos[a t] Exp[ I d t] y;

S = {S1, S2};

DSolve[S, {y, x}, t]

I am trying to find a solution to this system of differential equations but the program gives the same output without any messages. I would like help. Please find the Mathematica code posted here. a and d are Constants, $I=\sqrt{-1}$

S1 = I y' == Cos[a t] Exp[- I d t] x;

S2 = I x' == Cos[a t] Exp[ I d t] y;

S = {S1, S2};

DSolve[S, {y, x}, t]
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Mohammed Omran
Mohammed Omran
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DSolve returns unevaluated(I need a closed or numerical solution for this system and plot solution)

I am trying to find a solution to this system of differential equations but the program gives the same output without any messages. I would like help. Please find the Mathematica code posted here. a and d are Constants, I=sqrt(-1)$

S1 = I y' == Cos[a t] Exp[- I d t] x;

S2 = I x' == Cos[a t] Exp[ I d t] y;

S = {S1, S2};

DSolve[S, {y, x}, t]