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Questions on the symbolic (DSolve, DifferentialRoot) and numerical (NDSolve) solutions of differential equations in Mathematica.

1 vote
1 answer
628 views

Solving two coupled first order differential equations

I have the following system of coupled differential equations: $\frac{d x(t)}{dt} = c_1 x(t) - c_2 y(t) + \gamma_1(t)$ and $\frac{d y(t)}{dt} = c_2 x(t) - c_1 y(t) + \gamma_2(t)$ eqns := {x'[t] …
H. Kenan's user avatar
  • 663
-1 votes
1 answer
793 views

Bloch dynamics on Bloch sphere

Bloch equations of motion for a system are given by x'[t] == 1.3 x[t] z[t] ; y'[t] == 1.3 z[t]*y[t] - 1.4 z[t]; z'[t] == 1.4 z'[t]^2 - 0.3 + 2 y[t] - 1 y[t]; With $x^2+y^2+z^2=1/4$. How can I gen …
H. Kenan's user avatar
  • 663
0 votes
1 answer
59 views

Solutions of four linear differential equations [closed]

I have a set of four differential equations represented by the following matrix equation: x1'[t] == (-p + I q)*x1[t] + I*m*x3[t]; x2'[t] == (-p + I q)*x2[t] + I*m*x4[t]; x3'[t] == (r + I s)*x3[t] + …
H. Kenan's user avatar
  • 663
1 vote
2 answers
784 views

3 differential equation and Plot3D

I have the following set of 4 differential equations x'[t] == 4 a x[t] z[t] + 2 b z[t] Sin[p]; y'[t] == 4 a z[t]*y[t] - 2 (1 - a Cos[p]) z[t]; z'[t] == a (4 (z'[t])^2 - 1) + 2 y[t] - 2 b (y[t] Co …
H. Kenan's user avatar
  • 663