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This is the best lecture available on yt for this topic ☺️
Thank you Sir, your lectures are very helpful!
So nice explanation 💕😊😊
Really helpful sir
After this, it seems you are my best friend.
derivation bhi kra dete sirji
ThanksBut sir upload about high pass, band pass and band stop m derived filters as well in T and pie Section
what if value of m is imaginary ?
Designer does not want to design a real filter :)
@nipunharitash good enough 😂
does anyone here have "network theory Smarajit ghosh"?
Why you're not using the characteristic impedance equations of low pass filter...when it is mentioned the equations you used are of high pass...🤔
Go and check ur notes the given eqn of L and C even characteristic impedance of low pass filter which is z = √(1+ z1/4z2)
What is characteristic impedance of two port network.
@@churchilljovs6861 the impedance/resistance offered by a network
Characteristics impedance of t network is Z°=√(Z1^2/4+Z1Z2)
This is the best lecture available on yt for this topic ☺️
Thank you Sir, your lectures are very helpful!
So nice explanation 💕😊😊
Really helpful sir
After this, it seems you are my best friend.
derivation bhi kra dete sirji
Thanks
But sir upload about high pass, band pass and band stop m derived filters as well in T and pie Section
what if value of m is imaginary ?
Designer does not want to design a real filter :)
@nipunharitash good enough 😂
does anyone here have "network theory Smarajit ghosh"?
Why you're not using the characteristic impedance equations of low pass filter...when it is mentioned the equations you used are of high pass...🤔
Go and check ur notes the given eqn of L and C even characteristic impedance of low pass filter which is z = √(1+ z1/4z2)
What is characteristic impedance of two port network.
@@churchilljovs6861 the impedance/resistance offered by a network
Characteristics impedance of t network is Z°=√(Z1^2/4+Z1Z2)