Lecture 06: Introduction to the Smith Chart with Examples

[@svend-erikkrum-mller2542]

One of the best explainations i ever seen on the smith chart

[@Scuba_Bro]

I really liked this lecture and explanation approach to the Smith Chart. Great work!

[@mmoci81]

Thank you for teaching, it is very useful and not very easy to find on the internet in a systematic form like you have.

[@yannis3756]

Very nice lecture, thanks for this series! One quick question : In the example of angle rotation due to the insertion of a TL to a load, at 38:00, 0.3λ is added as an angle rotation to Z_L in Smith chart in order to calculate Z ' in. However 0.3λ corresponds to 1 times the length of the TL. Shouldn't we be considering 2 times the length of the TL instead, since the wave needs to travel twice the distance of the TL as you also mentioned : (step 1: Incident wave first travels towards the load from the generator covering distance 0.3λ, step 2: incident wave reaches the load and gets reflected back, and step 3: Reflected wave needs to travel from the load back towards the generator covering another 0.3λ), hence in total we have 2 * 0.3λ = 0.6λ ? So in the Smith chart should we rotate by 0.3λ or 0.6λ ? Any comment / clarification would be much appreciated! Thanks again!

[@ajiths1689]

It is 0.3 lambda only ... becoz we are rotating the load

[@tito51rivera15]

Thank you.. this what engineering is suppose to do.. turn sometime complex and make it easy to understand..

[@dpxiao333]

very impressive, great work

[@oleksiyt4602]

Thanks for this perfect explanation. Espetially for the example with the complex net.

[@Jnglfvr]

Nice lecture. At 21:01 the right most blue curve on the bottom should be labeled -1 not 1/2.

[@muhammedseker9011]

Excellent explanation! Thanks a lot for this very clear explanations!

[@NM0S.]

Ich mochte Ihre Erklärung, vielen Dank, Professor. Ich habe das übersetzt, weil ich nicht gut Deutsch spreche.

[@Koerperklaus3000]

Klasse, toll erklärt!

[@jafaralturfy5053]

Thanks a lot i really needed this.

[@goofypettiger]

Superb! Thank you for this.

[@fikret8422]

very good explanation thanks a lot

[@MinMax-kc8uj]

You're using the other root.
t^2-2*tan(θ)-1
r:=tan(θ)±sec(θ)

[@SOR-dq5wp]

Thank you very much

[@rfsniffer3175]

Invented by Mizuhashi Tosaku in 1937, the Mizuhashi Chart.

[@mohamedalzawam]

thanks

[@k4qdex]

thanks man

[@brendawilliams8062]

I believe e it’s AI

[@praveenprabhu7761]

Wow🤯👌👌👌👌👏👏👏👏👏

[@bucketb0t]

Thank you!