With SINUSOIDAL BLDC control. Offers much quieter and smoother motor operation.
Numerical analysis methods implemented in Python.
This repository performs the kinematic, Dynamic analysis and trajectory planning for IRB 6620 Industrial robot using MATLAB. A detailed report consisting of mathematical calculations and results is also provided
An open-source library for generating trajectories (multi-axis, multi-segment) using two different methods (trapezoidal, polynomial).
A collection of python implementations using SWIG, Instant, F2PY... Optimization like Least Squares Levenberg-Marquardt. Boundary Value problem solvers. Integration Simpson/Trapezoidal. Interpolation like Cubic spline. Tridiagonal/pentadiagonal system of equations solver. Linear algebra like Matrix inversion (Gauss-Jordan) and much more
Python and MATLAB code to find the definite integral of a user-defined function within given limits and defined iterations.
Free WordPress Plugin: Area calculator to find the surface area of the following shapes - rectangle, triangle, circle, sector, ellipse, trapezoid, and parallelogram. www.calculator.io/area-calculator/
Arduino library for controlling stepper motors with trapezoidal velocity profiles using interruptions.
Integration of any signal using Trapezoidal and Simpson's rule
Definite Integral calculator using Trapezoidal Rule, Simpson's Rule and Romberg's Method
Trapezoidal rule for definite integral using Dragon
Stweart Platform Simulation with Trapezoidal Velocity Trajectory Planner and Local Singularity Avoidance
numerical integration using the Trapezoidal Rule
A pascal program that calculates the definite integral of a function.
Calculadora de Integrales en JAVA, método de los rectángulos y método de los trapecios, usando mXparser
Assignments for MA209 Numerical Methods course at NITK Surathkal
Trapezoidal Rule is an integration rule that evaluates the area under the curves by dividing the total area into smaller trapezoids.
This repo contains some of the well-known algorithms for Numerical Analysis.
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