Mathématiques d'ingénierie avancée

Résolvez les problèmes de mathématiques d'ingénierie avancée avec PTC Mathcad

En tant qu'ingénieur, vous devez résoudre un nombre infini d'équations. Beaucoup d'entre elles impliquent des mathématiques d'ingénierie avancée, ce qui peut s'avérer fastidieux lorsque vous effectuez les calculs manuellement ou dans une feuille de calcul. Découvrez comment PTC Mathcad peut vous aider à résoudre rapidement et facilement tous vos problèmes mathématiques d'ingénierie. Nous avons créé des documents de mathématiques techniques avancées gratuits afin que vous puissiez voir comment PTC Mathcad peut résoudre toutes vos équations mathématiques d'ingénierie.

Advanced Engineering Math Tip and Trick of the Week:

When converting from PTC Mathcad 15 to PTC Mathcad Prime, many inline routines use sequential if statements. In PTC Mathcad Prime, else if can be used to create a “case” or “switch” statement. This applies to otherwise if and also if. The good news is you simply click on the first also if, change it to else if and all the others in that programming block change as well. Pretty cool!

See just a few of the ways PTC Mathcad can help solve your advanced engineering mathematics:

Advanced Engineering Mathematics Calculus


  • Evaluate calculus numerically and/or symbolically
  • Take both definite and indefinite integrals
  • Perform high order derivatives

Advanced Engineering Mathematics

Data Analysis & Design of Experiments

  • Compute data regressions
  • Construct design matrices
  • Develop statistical models
  • Perform Monte Carlo simulations

Advanced Engineering Mathematics Laplace Transformations

Laplace Transformations

  • Symbolically evaluate Laplace and inverse Laplace transformations to switch between time and frequency domains

Advanced Engineering Mathematics Complex Analysis

Complex Analysis

  • Incorporate complex numbers into calculations
  • Evaluate complex numbers in rectangular or polar form

Advanced Engineering Mathematics Fourier Analysis

Fourier Analysis

  • Symbolically and/or numerically evaluate Fourier transform
    and inverse Fourier transforms to analyze signals
  • Compute Fourier series coefficients and polynomials

Advanced Engineering Mathematics Differential Equations

Differential Equations

  • Solve 1st , 2nd, or higher order differential equations
  • Compute solutions to both ordinary and partial differential equations
  • Solve systems of differential equations

Advanced Engineering Mathematics Optimization


  • Optimize linear and nonlinear systems of equations
  • Constrained and unconstrained optimization problems

Advanced Engineering Mathematics Linear Algebra

Linear Algebra

  • Solve eigenvalue problems and systems of equations using matrices
  • Manipulate vectors and matrices in various ways using matrix operators