I love how you're combining all of the formulas together, it brings all of the little individual bits and pieces where learning in college together. Sometimes it gets frustrating not knowing where things are coming from.
Final on Monday Morning this is perfect. It is everything wrapped up in one video and your presentation is easy to follow. Thank you so much. Bless you. Happy Holidays.
Thanks for the comment, I try to make the presentations nice to look at with simple step by step instruction. In fact you can see a listing of all my videos at www.stepbystepscience.com
Do you mean Dip and Strike of layered geologic deposits? I do have a degree in geology. You can a listing of all my videos from my website, www.stepbystepscience.com
Can you calculate Vs if the phase angle is given, and then just by taking the sine of cosine of that angle calculating the diagonal line for example cos(fi)=adjacent side (diveded) diagonal side?
Excellent video but at 6:46 and in the previous video you seem to confuse the parameters for the arc tan or tan^-1. when you say tan^-1(pi) = VL/VR, you are saying "the angle whose angle is equal to a tan". It should be tan^-1(VL/VR)= Phi so you are saying " the angle whose tan is tan is equal to an angle". This is because arc tan or tan^-1 is used to find the angle that has a given tangent, not find the angle that has an angle equal to a given tangent. It was surprising you displayed the right answer. You must have used a trig table rather than the formula as you showed it for the video, since that formula you showed would not produce the right answer.
@@stepbystepscience Haha sorry my bad, just bad sarcasm from my side. I actually love these videos, clear, short, simple, helps me out a lot with my current electrical engineering class :D
I love how you're combining all of the formulas together, it brings all of the little individual bits and pieces where learning in college together. Sometimes it gets frustrating not knowing where things are coming from.
Great and thanks for commenting. I tried to put it all together in one video.
you re very clear and organized, thanks for preparing these videos
Glad you like them, and thanks for the positive comment!
Thank you for clearing out lots of questions about RC/RL network system.
Great, thanks for letting me know!
great video
Thanks!
this is excellent. a work of art
I try to keep it to nice primary colors. Thanks for the comment.
So nice
Thanks a lot.
You made my life easier, thank you!
Glad to hear that!
I really love your method and approach..... Very High standard 👍👍
Thanks a ton!
perfect explaination keep it up....
Thank you very much.
Final on Monday Morning this is perfect. It is everything wrapped up in one video and your presentation is easy to follow. Thank you so much. Bless you. Happy Holidays.
Thanks for the comment.
nice video. really helpful in many ways. thank you!
Excellent, thanks for the comment.
wow, what a beautifully-made video. Thank you!
Thanks for the comment, I try to make the presentations nice to look at with simple step by step instruction. In fact you can see a listing of all my videos at www.stepbystepscience.com
thank you
clear + concise = excellent
Thank you.
Very easy to follow.
Great and again thanks for the comment.
Very helpful, thank you
You're welcome, glad it was helpful!
Very good!
Very nyc
Thanks
Thanks for easy explanation
Thanks for the great comment.
best explanations ever!
Thanks for watching and commenting.
well done!
Thank you very much, very clear.
ps: title after 7:08 on the presentation is "Phasor for RC Impedance", i think it should be RL, isn't it.
thanks!
you are very welcome!
truly...an awesome video and a lot helpful..... but it will tan phi....not arc tan phi....any ways this is the best video....
nice...
this is amazing ..... can you also make a video on magnetic dip & declination pls
Do you mean Dip and Strike of layered geologic deposits? I do have a degree in geology.
You can a listing of all my videos from my website, www.stepbystepscience.com
I shud be tan phi not tan -1 phi, but really good
Sir can we add VLand Vr with out moving it?? If we add with out moving vL is this same as after moving vl
Can you calculate Vs if the phase angle is given, and then just by taking the sine of cosine of that angle calculating the diagonal line for example cos(fi)=adjacent side (diveded) diagonal side?
finally got it . thanks
Great and thanks for letting me know!
After calculating the pick voltage how do i convert to RMS voltage and from RMS voltage to pick?
RMS is peak divided by the square root of 2.
Excellent video but at 6:46 and in the previous video you seem to confuse the parameters for the arc tan or tan^-1. when you say tan^-1(pi) = VL/VR, you are saying "the angle whose angle is equal to a tan". It should be tan^-1(VL/VR)= Phi so you are saying " the angle whose tan is tan is equal to an angle". This is because arc tan or tan^-1 is used to find the angle that has a given tangent, not find the angle that has an angle equal to a given tangent. It was surprising you displayed the right answer. You must have used a trig table rather than the formula as you showed it for the video, since that formula you showed would not produce the right answer.
I just find the use of arctan confusing. Shouldn't it be regular tan phi = xl/r
please rectify tan inverse part it will be only tan, in this video it is in 9:51 minutes
what if the angle isn't 90 degrees
Then see the video about RLC circuits.
isn't Vs = "-Vl" + Vr
What did I say in the video?
I appreciated this video, but I will not give you a nice positive comment. >:(
Why not?
@@stepbystepscience Haha sorry my bad, just bad sarcasm from my side.
I actually love these videos, clear, short, simple, helps me out a lot with my current electrical engineering class :D
No problem, I thought you were being sarcastic. Thanks for watching and commenting.
I shud be tan phi not tan -1 phi, but really good
@Tiny Rick Sorry, I think I used the wrong mathematical notation.
Clearest fix for calculations:
Phi = arctan (X/R)
Great videos :)
I shud be tan phi not tan -1 phi, but really good