laplace

laplace

1. transform of place

   • Applications.
     • mechanical and electrical circuits.
     • differential equations.
     • systems of differential equations.
   • definition.
     • in terms of an improper integral that can be divergent
     • In general, lowercase letters are used to denote the function to be transformed, and lowercase letters correspond to its transform. L{f(t)=F(s) L{g(t)=G(s) L{y(t)=Y(s)

2. Biography

   • Pierre Simon Laplace
     • francia
     • 1749-1827
   • mathematical.
     • Laplace's equations.
     • Laplace transform.
     • Solving equations.
     • potential function.
   • fisico.
     • tidal theory.
     • contributed to the study of mechanics.
     • I study the equilibrium conditions of a rotating fluid mass.
   • Astronomer.
     • Demonstrated the stability of the solar system.
     • I apply mechanics to the study of the planets.
     • described the movement of the centers of gravity of the bodies of the solar system.
     • discovered the invariability of the main movements of the planets.
     • I present the nebular theory.