How in-depth are we talking about? Are we talking solving Laplace's equation in multiple dimensions for a stream equation or are we talking about something a little simpler?
FWIW, still I have my original copy (cardboard cover, bound by literally an original shoe-string) of NAVAIR –00-80T-80,
Aerodynamics for Naval Aviators.
Since I was at a distinct disadvantage, back in the day, being a "business major" AVROC and one of only 3 in my class of 27 other USNA recent grads of a class of 30 – I had to take "stupid study" aerodynamics, aka, AERO tutoring after hours.
That august tome has served me well, in training and in the fleet and beyond. Indeed, after so many decades ago it sits on my desk in front of me as I type this. Although I use it occasionally as a reference for my young, pilot daughter, I am still just a "little weak" on academic Aero. However, put me one-on-one against anyone in the air , and I should still prevail, despite my excessive years.
Now, on a totally different subject –
Laplace equations.
Being a business major, my greatest challenge was 'business calculus' – it was also the same 'calculas' class the jocks took. But it was still a challenge.
However, re.
The "Laplace Transforms", I wouldn't have a clue as to what that means. (Still don't) I was a stupid fighter pilot, even though my friend and brother-in-law wrote some of the more recent Laplace Transform textbooks. Go figure? Fortunately, Professor Peter is more interested in my Navy career than I can even understand what he teaches- but he is still a great guy, even if I haven't a clue what he sometimes says:
http://www.amazon.com/Introduction-...3483316?ie=UTF8&s=books&qid=1179212655&sr=8-1