Our software offers an easy, fast, and intuitive solution for solving differential equations. It simplifies the process of developing and applying numerical methods for equations to solve complex problems in a more efficient manner.
Newton-II is a powerful software program designed specifically for solving mechanical equations and analyzing movements numerically. The software allows users to parameterize equations for interactive investigations of the movements and produces immediate solutions in the form of diagrams.
The program utilizes differential equations (DEQs) to calculate the time dependence of velocity (v(t)) of a point of mass, based on the given acceleration (a). The software then uses this information to calculate the location (s(t)) from v(t). Users can enter acceleration directly or with any preferred mathematical term, such as a = F/m from Newton's law.
Newton-II includes several solution methods, ranging from standard methods to a very sturdy adaptive Runge-Kutta-Method of 4th order. The software's graphical interface presents output results clearly in diagrams and tables for further analysis and utilization.
Overall, Newton-II provides an intuitive and powerful solution for analyzing mechanical equations and movements. Its extensive capabilities make it a valuable tool for professionals and enthusiasts alike.
The program utilizes differential equations (DEQs) to calculate the time dependence of velocity (v(t)) of a point of mass, based on the given acceleration (a). The software then uses this information to calculate the location (s(t)) from v(t). Users can enter acceleration directly or with any preferred mathematical term, such as a = F/m from Newton's law.
Newton-II includes several solution methods, ranging from standard methods to a very sturdy adaptive Runge-Kutta-Method of 4th order. The software's graphical interface presents output results clearly in diagrams and tables for further analysis and utilization.
Overall, Newton-II provides an intuitive and powerful solution for analyzing mechanical equations and movements. Its extensive capabilities make it a valuable tool for professionals and enthusiasts alike.
What's New
Version 1.9.0: N/A