|
Explore nonlinear ODEs,
uncertainty Explores ODEs with IVP
uncertainty |
|
|
| Final t |
|
Final t
for integration. |
| i
IV: μInitial values mean vector. |
|
Initial values mean. |
i
IV: cvInitial values common coefficient of variation
(in %).
|
% |
Initial values (common) coefficient of
variation. |
| Rates |
|
Rate constants. |
| Parameters |
|
Parameters (constant A). |
| Specification |
% |
Specification for "maximum". |
| Trials (N), seed |
→ |
Monte Carlo trials, seed. |
| Component |
|
Selected component
(of x|y|z). |
| Method |
|
Method of integration. |
| x-axis bounds |
(for automatic: a) |
Lower and upper bounds for x
in plot. |
| Points |
|
N. of plot points. |
| Show values |
|
Show graph coordinates. |
Solves the system of ODEs
in Fig. 1, and explores uncertainty in the initial values,
made Gaussian, μ and σ =
μ.cv.
 Fig. 1 Shows the graphical
result. |
| References: |
Plate: ExploreODEs |
• (Wikipedia)
PHP (from
Personal Home Page)
• MadeAI2025, "The 2nd International Conference
of Modelling, Data Analytics and AI in Engineering", Porto (Portugal),
07–11 July 2025 (FEUP, Fac. of Engineering; University of Porto,
Portugal).
• 1930-03-10: Schläffer, Juan Jorge
(†2017-02-12, 86 yrs.). |
