\( m_1 \):
\( m_2 \):
\( l_1 \):
\( l_2 \):
\( \theta_0 \):
\( \phi_0 \):
\( g \):
\( \theta \):
\( \phi \):
\( \frac{d\theta}{dt} \):
\( \frac{d\phi}{dt} \):
\( T \):
\( V \):
Check out the source, or back to other simulations?
\( m_1 \):
\( m_2 \):
\( l_1 \):
\( l_2 \):
\( \theta_0 \):
\( \phi_0 \):
\( g \):
\( \theta \):
\( \phi \):
\( \frac{d\theta}{dt} \):
\( \frac{d\phi}{dt} \):
\( T \):
\( V \):
Check out the source, or back to other simulations?
Hi. I was a Physics student in London, now unemployed and travelling around New Zealand. I’m interested in Unix/Linux, terminal-centric workflows, vim and FOSS in general. Mainly, I write in Python, but I’m interested in Rust, functional languages like Haskell, and shellscript. Take a look at my Github, or email me if you want to get in contact:
2023-04-14