Newtoniana, su \u00e9xito m\u00e1s\u00a0impresionante fue su capacidad\u00a0de explicar las \u00a0\u00f3rbitas de los\u00a0planetas. Para el problema de\u00a0dos cuerpos que interact\u00faan
\ngravitatoriamente con una fuerza\u00a0inversamente proporcional al\u00a0cuadrado de la distancia, como\u00a0es el caso de una estrella y un\u00a0planeta, surge la trayectoria\u00a0cerrada de la elipse en uno de\u00a0cuyos focos estar\u00eda situado el\u00a0centro de masa del sistema.\u00a0Esta obra permite al lector,\u00a0estudiante o docente, con
\nconocimientos universitarios de\u00a0matem\u00e1ticas, iniciarse en el
\nan\u00e1lisis gr\u00e1fico del tema. Gu\u00eda al\u00a0lector para que pueda disfrutar de\u00a0los conocimientos que se van\u00a0adquiriendo y maravillarse con el\u00a0tipo de figuras y con las\u00a0interesantes relaciones que se\u00a0muestran y explican.
\nEl entrenamiento que propone\u00a0este libro favorece la\u00a0comprensi\u00f3n de los orbitales\u00a0at\u00f3micos, por parte de los\u00a0estudiantes de Ciencia. Por otro
\nlado, el aspecto de las\u00a0representaciones gr\u00e1ficas de\u00a0estas funciones, que tienen\u00a0belleza est\u00e9tica, puede interesar\u00a0a estudiantes de otras disciplinas,\u00a0relacionadas con el arte.<\/p>\n","protected":false},"excerpt":{"rendered":"
Newtoniana, su \u00e9xito m\u00e1s\u00a0impresionante fue su capacidad\u00a0de explicar las \u00a0\u00f3rbitas de los\u00a0planetas. Para el problema de\u00a0dos cuerpos que interact\u00faan gravitatoriamente con una fuerza\u00a0inversamente proporcional al\u00a0cuadrado de la distancia, como\u00a0es el caso de una estrella y un\u00a0planeta, surge la trayectoria\u00a0cerrada de la elipse en uno de\u00a0cuyos focos estar\u00eda situado el\u00a0centro de masa del sistema.\u00a0Esta obra permite 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