Understanding the Impedance Conditions in Transmission Line Problems

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SUMMARY

The discussion centers on the impedance conditions of a 20 Km transmission line, specifically analyzing the sending end impedance of 294 + j170 when open-circuited and 1000 – j1190 with the receiving end open-circuited. The user seeks clarification on the implications of these measurements and the meaning of "open-circuited" in this context. The textbook referenced is "Electromagnetics" by Hayt & Buck, indicating a reliance on established academic resources for understanding transmission line theory.

PREREQUISITES
  • Understanding of transmission line theory
  • Familiarity with complex impedance notation
  • Knowledge of open-circuit and short-circuit conditions
  • Basic principles of electromagnetics as outlined in "Electromagnetics" by Hayt & Buck
NEXT STEPS
  • Research the concept of open-circuit impedance in transmission lines
  • Study the relationship between sending and receiving end impedances
  • Explore the use of Smith charts for impedance matching
  • Learn about the impact of line length on transmission line performance
USEFUL FOR

Electrical engineering students, professionals working with transmission lines, and anyone involved in the analysis of impedance conditions in electromagnetic systems.

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hi

need some direction on this problem please.

see attached file, i decided to type more or less my progress,instead of attaching nonsence !. i had had a few more ideas but no luck. any positive direction would be much appreciated, I've looked back at my textbook (electromagnetics by hayt & buck) but can't find a single other idea form the chapter on transmission lines.


regards
 

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<< The sending end impedance of a 20 Km length of transmission line is 294 + j170 when open circuited, and 1000 – j1190 with the receiving end open circuited. >>

When the sendinmg impedance is measured, what is the state of the receiving end? Is it not given in the problem? What does it mean " ... when open-circuited"? Can't mean the receiving end.

I don't understand the conditions of this problem.
 

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