Fortran Calculus Language Software

Finds pole-zero locations 4 Transfer function

Match n Freq

Optimal Designs Enterprise

Arbitrary equalization with simple LC structures article supporting software. Pulse shaping filter program that finds the pole-zero locations of a transfer function, H(s), for a matched filter. H(s) equals a -desired- signal (Yout) divided by a given input signal (Yin). Both Yout and Yin are functions of frequency. Group delay may also be calculated to compliment a given data set, thus, providing a flat group delay. This is a Fortran Calculus demo application.

Software Keywords: matched filter fortran calculus programming intersymbol interference fortran calculus compiler pulse slimming

Heat Transfer Boundary Value Problem Example.

Heat Transfer

Optimal Designs Enterprise

A Heat Transfer physics problem is described with equations and shows a Calculus level language used for solving this two point boundary value problem (BVP). The equations being solved may be ordinary differential equations and/or partial differential equations of any order & degree. Equations maybe nonLinear, implicit, any order, any degree and/or constrained.

Software Keywords: bvp math modeling boundary value problem optimization fortran calculus programming heat transfer

Finds angles between two positions


Optimal Designs Enterprise

This tool is a Robotic Arm Movement program where the arm is moved from a given position to a desired position. The program finds the angles necessary for the desired position. Problem came from NASA. Robot4 is an Inverse Problem example. It wants to solve how to move from starting point 'A' to target 'B'. An improved productivity example do to using Calculus programming. See 'Rob4User.fc' file.

Software Keywords: engineering fortran calculus programming robotics mathematical modeling teaching

Front-end program 4 Fortran Calculus Compiler


Optimal Designs Enterprise

A utility that provides front end for Fortran Calculus (tm) programmiing language. The Fortran Calculus (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, math or engineering problem at hand. 60+ examples.

Software Keywords: optimization teaching math modeling engineering simulation


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