Figures index

From

Modeling and Optimization of Dynamical Systems by Unconventional Spreadsheet Functions

Chahid Kamel Ghaddar

American Journal of Modeling and Optimization. 2016, 4(1), 1-12 doi:10.12691/ajmo-4-1-1
  • Figure 1. Flow chart for unconventional first class spreadsheet function design
  • Figure 2. Solution layout in Excel for differential systems solvers IVSOLVE() and BVSOLVE()
  • Figure 3. Schematic for the forces acting on the travelling train of problem 3.1
  • Figure 4. Simulation of train motion using optimal parameters of Table 7
  • Figure 5. Plot of system response computed in Table 9 using the parameters values given in Table 8
  • Figure 6. Modified system response using optimal parameters of Table 11
  • Figure 7. Modified system response using parameters of Table 12
  • Figure 8. Modified system response using parameters of Table 14
  • Figure 9A.Transient plot of the system response computed in Table 16 at different spatial points
  • Figure 9B. Snapshot plot shows the temperature spatial profile at different times
  • Figure 10. Plot for results of Table 20 for boundary value problem (A.4)
  • Figure 11.Snapshot solution layout in Excel for partial differential equation solver PDSOLVE(). The display of 1st and 2nd derivative variables is optional