slope, intercept = lin_regress(strain, stress) print(f"Linear (Young's modulus): slope:.1f MPa")
[ EI \fracd^4ydx^4 = w ]
print(f"Temp after 60s (Euler): T_euler[-1]:.2f°C") print(f"Temp after 60s (RK4): T_rk4[-1]:.2f°C") Problem: Simply supported beam, uniformly distributed load ( w = 10 , \textkN/m ), length ( L = 5 , \textm ), ( EI = 20000 , \textkN·m^2 ). Find maximum deflection using numerical integration of the ODE: Numerical Methods In Engineering With Python 3 Solutions