Learning Scientific Programming with Python (2nd edition)

Problems

• P8.1.1: Pascal's triangle
• P8.1.2: The Airy disc
• P8.1.3: Wavelength from molar dissociation energy
• P8.1.4: The surface area of an ellipsoid
• P8.1.5: The Theis equation
• P8.1.6: Heat dissipation of an annular fin heatsink
• P8.2.1: Surface area of revolution
• P8.2.2: Integral of the secant function
• P8.2.3: Volume and moment of inertia of a torus
• P8.2.4: The Brusselator
• P8.2.5: The general pendulum
• P8.2.6: The Chapman cycle
• P8.2.7: The tumbling of Hyperion
• P8.2.8: Modelling a radioactive decay chain
• P8.2.9: Modelling the evolution of a match flame
• P8.4.1: A simple constrained minimization problem
• P8.4.2: Root-finding with newton and brentq
• P8.4.3: The Wien displacement law
• P8.4.4: The variational principle and the quantum mechanical particle-in-a-box