Difference between revisions of "Linear and Time Invariant Systems"
| Line 1: | Line 1: | ||
| − | Based on the book [[Signaldarstellung|$\text{Signal Representation}$]], it is described how to mathematically capture the influence of a filter on deterministic signals. | + | Based on the book [[Signaldarstellung|$\text{Signal Representation}$]], it is described how to mathematically capture the influence of a filter on deterministic signals. |
| − | *The book defines distortions and describes the Laplace transform for causal systems as well as the properties of electric leads. | + | *The book defines distortions and describes the Laplace transform for causal systems as well as the properties of electric leads. |
| − | *The filter influence on a random signal is covered later in Chapter 5 of the book [[Stochastische Signaltheorie|$\text{Theory of Stochastic Signals}$]] | + | |
| + | *The filter influence on a random signal is covered later in Chapter 5 of the book [[Stochastische Signaltheorie|$\text{Theory of Stochastic Signals}$]]. | ||
| − | The subject matter corresponds to a $\text{lecture with two semester hours per week | + | The subject matter corresponds to a $\text{lecture with two semester hours per week and another hour per week of exercises}$. |
| − | First of all, here is an overview of the contents based on the $\text{four main chapters}$ with a total of $\text{twelve individual chapters}$. | + | First of all, here is an overview of the contents based on the $\text{four main chapters}$ with a total of $\text{twelve individual chapters}$. |
Revision as of 17:51, 21 December 2022
Based on the book $\text{Signal Representation}$, it is described how to mathematically capture the influence of a filter on deterministic signals.
- The book defines distortions and describes the Laplace transform for causal systems as well as the properties of electric leads.
- The filter influence on a random signal is covered later in Chapter 5 of the book $\text{Theory of Stochastic Signals}$.
The subject matter corresponds to a $\text{lecture with two semester hours per week and another hour per week of exercises}$.
First of all, here is an overview of the contents based on the $\text{four main chapters}$ with a total of $\text{twelve individual chapters}$.
Contents
In addition to these theory pages, we also offer tasks and multimedia modules on this topic, which could help to clarify the teaching material:
$\text{Further links:}$
$(1)$ $\text{Bibliography for the book}$
$(2)$ $\text{General notes about the book}$ (authors, other participants, materials as a starting point for the book, list of sources)
