After having watched this amazing video about the stabilization of an inverted pendulum, I wanted to replicate the result using the Euler method to approximate the equation of motion of the pendulum. The coordinate system follows this scheme.
ACHTUNG! This has been written by past-me
in 2014, do not judge! I know that it is full of italian and that the parameter setting is awful, I know.
docker run \
-v $PWD:/src \
-v ~/temp/docker-root/:/root: \
-e DISPLAY=$DISPLAY \
-v /tmp/.X11-unix:/tmp/.X11-unix \
--user (id -u):(id -g) \
--rm -it \
rootproject/root bash
g++ -o pend vect2d.cc bar.cc pend.cpp `root-config --cflags --glibs`
./pend