To model a propellor you must consider very many variables at many levels.
The airspeed and the propellor radius define a “transducer disc” model that lacks internal detail but will give accurate predictions of thrust to an aircraft. The “transducer” details can then be treated as a separate problem.
The propellor RPM and the number of blades are inversely related. One blade needs a counter balance, two blades are OK but possibly unstable, three blades are stable, while four blades are stable if the pairs are NOT within about 5° of 90°. The slower the engine, the more blades you will need.
The airfoil profile and it's angle of attack along the blades must be optimised for lift to drag ratio at all radii over variable airspeeds and engine RPM. It is the sum of all the profile lift that generates the thrust.
If you want to numerically compute propellor thrust you will need to get deeply into the complex transformation maths associated with the Joukowsky transformation of a circle into an airfoil.
http://en.wikipedia.org/wiki/Joukowsky_transform
If you go back to texts from 50 years ago, (when the slide rule was used by aeronautical engineers), you will find general guidelines and nomograms that will get you close to an optimum design.
I would recommend you get a copy of “Applied Aerodynamics” by Leonard Bairstow. The 1939, second Edn, chapter XII, pages 621 to 700 are all about airscrew theory. I am sure you can find a 2'nd hand copy through
http://www.bookfinder.com . It is now available commercially for about US$10 as an ebook. There may be a pdf out there on the web. If you are into the field it is well worth getting a copy.