I’m looking for help/input from some math nerds, or possibly even just folks who have read Litz’s books.
I’m late to the punch in this lifetime, but at some point I decided to go back to school and pursue an engineering degree. For the final project for my Intro to Differential Equations class, I decided to focus on long range ballistics. I‘ve been shooting my entire life, and have a decent understanding of the basics, including fair amount of formal education on external ballistics. *I* don’t matter in this, just want to point out I‘m not starting from *complete* zero here with regards to the topic.
Anyway, I’m curious if anyone has any insights about the utilization of ODE’s and/or PDE’s in modern ballistics solvers. I haven’t yet picked up any of the AB books, does Bryan delve that deep into the underlying math in any (all?) of them to justify ordering today to utilize as a resource?
Most of the academic material I’m able to find pertains to ballistic missiles, aircraft, etc. which could well be my poor search parameters.
I’m late to the punch in this lifetime, but at some point I decided to go back to school and pursue an engineering degree. For the final project for my Intro to Differential Equations class, I decided to focus on long range ballistics. I‘ve been shooting my entire life, and have a decent understanding of the basics, including fair amount of formal education on external ballistics. *I* don’t matter in this, just want to point out I‘m not starting from *complete* zero here with regards to the topic.
Anyway, I’m curious if anyone has any insights about the utilization of ODE’s and/or PDE’s in modern ballistics solvers. I haven’t yet picked up any of the AB books, does Bryan delve that deep into the underlying math in any (all?) of them to justify ordering today to utilize as a resource?
Most of the academic material I’m able to find pertains to ballistic missiles, aircraft, etc. which could well be my poor search parameters.