Electrical Engineering Examples |
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Whether you are analyzing circuit noise and distortion or plotting
antenna field patterns, Electrical Engineering Examples is the place to
look for practical examples of how to use Mathematica to solve real engineering
problems. You'll quickly learn how to best apply Mathematica to basic and
advanced tasks in circuit analysis, transmission line theory, and antenna
design. Discover how Mathematica's hundreds of ready-to-use commands for
matrix manipulation, equation solving, differentiation and integration,
and Fourier and Laplace transforms help engineers around the world streamline
their work. Save time and effort when you call on built-in routines for
statistics, data analysis, and 2D and 3D graphics. Build models, run simulations,
write programs, document projects, and create professional-looking reports.
It's all much easier with Mathematica and Electrical Engineering Examples
on your desktop.
All the material in Electrical Engineering Examples is completely open
and customizable, so you can examine how any function was created, use
Mathematica's powerful programming language to modify or extend it for
your needs, or simply create your own functions using Mathematica's built-in
tools as building blocks.
Features
- Circuit Analysis
- Mesh circuit analysis
- Nodal circuit analysis
- Laplace transforms
- Circuit sensitivity analysis
- Ideal diode and bipolar transistor models
- Chaotic behavior in a nonlinear circuit
- Passive component noise
- Amplifier noise figure
- Harmonic distortion
- Crossover distortion
- Clipping distortion
- Resistor selection
- Y to S parameter conversion
- Transmission Lines
- Symbolic derivation of transmission line parameters
- Analysis of reflections using animations
- Suppression of line ringing by lossy lines
- Matrix techniques for microwave transmission line analysis
- Dispersion in uniform microstrip lines
- Smith chart design tools
- Antenna Design
- Antenna field patterns
- Moment method techniques for antenna analysis
- General Tools
- Bode plots
- Nyquist plots
- Nichols plots
- Root locus plots
- Reflection coefficient conversion
Stefan Steinhaus, webmaster@steinhaus-net.de