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Curtin University

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Linear Systems Modelling 232

  • 308823
  • Semester 2
  • 12.5
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Introduction (motivation for linear system modelling). Unit impulse, step, ramp. Linear time invariant system definitions and properties. Applications of the unit impulse, convolution, sinusoidal steady state system response. Initial condition solution. Stability, frequency response function. Introduction to Laplace transforms. Transforms of analytical functions, Laplace transform tables. Transfer functions. Unit impulse response. Poles and zeros. Inverse Laplace transforms, theorems. Solution to simultaneous differential equations. Sine and cosine Fourier series, Dirichlet conditions, Gibbs phenomenon, functions of arbitrary period, complex exponential Fourier series, spectral... -- Course Website

Prerequisites: 307529 (v.4)<br/> Engineering Mechanics 100<br/> <br/> or any previous version<br/> <br/> <br/><br/> <br/> AND<br/><br/> <br/>    <br/> 307537 (v.3)<br/> Engineering Mathematics 130<br/> <br/> or any previous version<br/> <br/> <br/><br/> <br/>     OR<br/



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