8.2: Transmission Line Transient Waves - Engineering LibreTexts
The easiest way to solve for transient waves on transmission lines is through use of physical reasoning as opposed to mathematical rigor. Since the waves travel at a speed \(c\), once generated they …
The easiest way to solve for transient waves on transmission lines is through use of physical reasoning as opposed to mathematical rigor. Since the waves travel at a speed \(c\), once generated they cannot reach any position \(z\) until a time \(z/c\) later. Waves traveling in the positive \(z\) direction are described by the function \(\textrm{V}_{+}\left ( t-z/c \right )\) and waves traveling in the \(-z\) direction by \(\textrm{V}_{-}(t + z/c)\). However, at any time \(t\) and position \(z\)
8.8: Problems - Engineering LibreTexts
13.3: COMPENSATION BY CHANGING THE AMPLIFIER TRANSFER FUNCTION - Engineering LibreTexts
8.8: Problems - Engineering LibreTexts
Partial Differential Equations - West - LibreTexts, PDF, Partial Differential Equation
12.3: ANALOG COMPUTATION - Engineering LibreTexts
12.3: ANALOG COMPUTATION - Engineering LibreTexts
8.2: Transmission Line Transient Waves - Engineering LibreTexts
8.8: Problems - Engineering LibreTexts
8.4: Transient Response of RC Circuits - Engineering LibreTexts
8.8: Problems - Engineering LibreTexts
20.5: The Numerical Forecast Process - Geosciences LibreTexts
8.3: Linear Regulators - Engineering LibreTexts
