Program Type: Freeware
Release date: 2017-02-18
eBook 4 FC-Compiler (tm) s/w a Calculus (level) Compiler at work. The FortranCalculus (FC) language is 4 math modeling, simulation, and optimization. FC is based on Automatic Differentiation that simplifies computer code to an absolute minimum.
eBook for FC-Compiler (tm) software that shows a Calculus (level) Compiler solving math problems. The FortranCalculus (FC) language is for math modeling, simulation, and optimization. FC is based on Automatic Differentiation that simplifies computer code to an absolute minimum; i.e., a mathematical model, constraints, and the objective (function) definition. Minimizing the amount of code allows the user to concentrate on the science or engineering problem at hand and not on the (numerical) process requirements to achieve an optimum solution. FC-Compiler has many (50+) example problems (see Demos) for viewing and getting ideas on solving your own problems. These are improved productivity examples do to using Calculus-level Problem-Solving. Please share this Calculus Problem-Solving tool with your friends. Thanks! Industry problems with solutions over the past twenty plus years have been put into a textbook to show the power of Calculus-level Problem-Solving. The textbook as on our website at fortranCalculus.info/textbooks . The software architect behind Calculus Compilers is Joe Thames (read about Joe on our About page). Please visit our textbook at fortranCalculus.info/textbooks and help support Calculus level compilers at metaCalculus.com/campaigns.html. Thanks! 50+ Optimization Demo problems Solved, included with FC Compiler are, 3 Stage Rocket Design Optimization; AC Motor Design to Maximize Efficiency; Analysis using Monte Carlo; Bang Bang Control motor; Chemical kinetics parameter estimation; Pilot Ejection Simulation; Wing design optimization; etc.
Keywords: eBook, Math Modeling, Simulation, Optimization, Engineering, Teaching, Calculus Programming, FortranCalculus Language, math, algebra, calculus, implicit, inverse, nonlinear,initial, boundary, value problem, differential, equations
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