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CAN Education
Нидерланды
Добавлен 16 авг 2012
This is the official RUclips channel of CAN Education. CAN Education provides courses for students, self-learners, and the industry around the world. You can find numerous videos about the following topics on this channel.
🟡 Electrical Engineering
▶️ Analog Electronics
▶️ Power Electronics
▶️ Electric Circuits
▶️ Noise Analysis and Design
🟡 Electric Circuit Analysis & Design
▶️ Fourier Series
▶️ Transient Response
▶️ Laplace Transform
🟡Control Systems
▶️ Controller Design
▶️ Stability
▶️ System Identification
▶️ Steady-State Errors & Sensitivity
▶️ Two-Degrees of Freedom Controller System
▶️ Steady-State Errors & Sensitivity
▶️ State-Space Design
🟡 Electrical Machines & Drives: Magnetic Circuits, DC Motors, AC Motors (Induction & Synchronous), and Transformers
🟡 Mathematics: Calculus, Linear Algebra, and Dynamic Systems
🟡 Semiconductor Device Physics
🟡 Physics and Chemistry
⭐ For questions, collaboration or consulting 👇
📧 can.mehmet.tr@gmail.com
☎️ +31616179479
🌐 www.canbijles.nl
🟡 Electrical Engineering
▶️ Analog Electronics
▶️ Power Electronics
▶️ Electric Circuits
▶️ Noise Analysis and Design
🟡 Electric Circuit Analysis & Design
▶️ Fourier Series
▶️ Transient Response
▶️ Laplace Transform
🟡Control Systems
▶️ Controller Design
▶️ Stability
▶️ System Identification
▶️ Steady-State Errors & Sensitivity
▶️ Two-Degrees of Freedom Controller System
▶️ Steady-State Errors & Sensitivity
▶️ State-Space Design
🟡 Electrical Machines & Drives: Magnetic Circuits, DC Motors, AC Motors (Induction & Synchronous), and Transformers
🟡 Mathematics: Calculus, Linear Algebra, and Dynamic Systems
🟡 Semiconductor Device Physics
🟡 Physics and Chemistry
⭐ For questions, collaboration or consulting 👇
📧 can.mehmet.tr@gmail.com
☎️ +31616179479
🌐 www.canbijles.nl
Precision AC to DC Converter ⭐ Theory, Design Example - Simulation #electronics #circuits #rectifier
In this video, we will discuss a precision AC to DC converter circuit. This circuit uses the diodes in negative feedback loop to compensate for the losses in diode voltage drop and is suitable for rectification of low-level AC signals. Next, we will use an inverting summing amplifier to create a full-wave rectified signal at the output. In addition, we will use a passive RC lowpass filter to smooth out the rectified signal. We will calculate the required component values of the complete circuit and fine tune the values where necessary.
First, we discuss the block diagram of the AC to DC converter and the operation principle. Then, we will determine the expression for the rectified output v...
First, we discuss the block diagram of the AC to DC converter and the operation principle. Then, we will determine the expression for the rectified output v...
Просмотров: 367
Видео
Precision Full-Wave Rectifier ⭐ Theory, Design Example & Simulation 👍 #rectifier #electronics
Просмотров 29214 часов назад
In this video, we will discuss a precision Full-Wave Rectifier circuit. This circuit uses the diodes in negative feedback loop to compensate for the losses in diode voltage drop and is suitable for rectification of low-level AC signals. In addition, we will use an inverting summing amplifier to create a full-wave rectified signal at the output. First, we discuss the operation principle and the ...
Precision Half-Wave Rectifier (Superdiode Circuit) ⭐ Theory, Design Example & Simulation 👍#rectifier
Просмотров 281День назад
In this video, we will discuss a precision Half-Wave Rectifier circuit. This circuit uses the diodes in negative feedback loop to compensate for the losses in diode voltage drop and is suitable for rectification of low-level AC signals. First, we discuss the operation principle and the for a negative feedback loop in order to eliminate the diode voltage drop (700 mV). Then, we will determine th...
Maximum Power Transfer Design⚡Transformer & Capacitive Compensation🌟Source to Load Matching Network
Просмотров 321День назад
In this video, we will discuss how to design a matching network for maximum power transfer in a AC electric circuits. We will connect the source with its own source impedance to the load impedance. The design matching network is composed of a transformer and a capacitor in series with the load impedance. We will work out the design and the calculations step by step and verify our calculations i...
⚡ Power Superposition Principle in AC Electric Circuits ⭐ Calculations & TINA-TI Simulations
Просмотров 17214 дней назад
In this video, we will discuss the Power Superposition Principle in AC Electric Circuits. We will discuss two cases: case 1 will discuss an electric circuit two sources with different frequencies and case 2 will discuss an electric circuit two sources with the same frequency. The application of superposition principle for voltages and currents will always apply, but for power calculations, we n...
🌟 Butterworth Lowpass Filter Design 🌟 Effect of Filter Order on Cutoff Frequency & Attenuation
Просмотров 17714 дней назад
In this video, we will discuss the effect of the filter order on the cutoff frequency and stopband attenuation for a Butterworth response lowpass filter design. For the realization of the filters, we will use the Sallen-Key lowpass filter circuits. We will work out our design step by step and verify our calculations using simulations in TINA-TI SPICE. 🎯Outline: ⏩00:00:00 Introduction ⏩00:00:18 ...
🌟 Butterworth Response Lowpass Filter Design - 5th Order 💡 Three-Pole & Two-Pole Sallen-Key Circuits
Просмотров 34421 день назад
In this video, we will discuss the design of a Butterworth response 5th order lowpass filter. We will use a cascade of a three-pole and two-pole Sallen-Key lowpass filter circuits for our realization. We will workout our design step by step and verify our calculations using simulations in TINA-TI SPICE. 🎯Outline: ⏩00:00:00 Introduction ⏩00:00:18 Calculations ⏩00:07:44 Simulation Results in TINA...
🌟 Elliptic (Cauer) Response 0.5 dB Lowpass Filter Design - 3rd Order 💡 State-Variable Filter Circuit
Просмотров 23421 день назад
In this video, we will discuss the design of an Elliptic (Cauer) response 0.5 dB ripple 3rd order lowpass filter. We will use the State-Variable Filter Circuit for realization. We will calculate the required component values, the quality factor, natural frequency, and the zero frequency for each stage. We will workout our design step by step and verify our calculations using simulations in TINA...
Sallen-Key Filters 💡 Two-Pole & Three-Pole 🌟 Transfer Function & Cutoff Frequency 👉 MANY EXAMPLES!
Просмотров 304Месяц назад
In this video, we will discuss the Sallen-Key Filters in great detail. These are active filter circuits, having an op-amp or other active component. We will discuss the two-pole and three-pole Sallen-Key filter configurations having a unity-gain and nonunity-gain. We will use the transfer function to determine the expression for the cutoff frequency, low-frequency gain, and high-frequency gain....
🌟 Inverse Chebyshev Response Lowpass Filter Design - 3rd Order 💡 State-Variable Filter Circuit
Просмотров 392Месяц назад
In this video, we will discuss the design of a Inverse Chebyshev response lowpass filter. We will use the State-Variable Filter Circuit for realization. We will calculate the required component values, the actual passband gain/ripple, quality factor, natural frequency, zero frequency, and cutoff frequency. We will workout our design step by step and verify our calculations using simulations in ...
🌟 Chebyshev vs. Butterworth Response Lowpass Filter Design 💡 Which Filter is Better?
Просмотров 1 тыс.Месяц назад
In this video, we will discuss the design of an active lowpass filter using Butterworth and Chebyshev 2 dB ripple responses. We will determine the required filter order for each response. Using the Sallen-Key filter circuits and the parameter scaling tables, we will calculate the component values for each design. We will work out our design step by step and verify our calculations using simulat...
🌟 Bessel Response Lowpass Filter Design - 2nd Order 💡 Two-Pole Sallen-Key Circuit
Просмотров 261Месяц назад
In this video, we will discuss the design of a Bessel response lowpass filter. We will use the Sallen-Key filter circuit for realization. We will workout our design step by step and verify our calculations using simulations in TINA-TI SPICE. 🎯Outline: ⏩00:00:00 Introduction ⏩00:00:10 Calculations ⏩00:10:20 Simulation Results in TINA-TI SPICE 👉 More Bessel Response Filter Design: ruclips.net/p/P...
🌟 Chebyshev Response 2 dB Ripple Lowpass Filter Design - 3rd Order 💡 Three-Pole Sallen-Key Circuit
Просмотров 555Месяц назад
In this video, we will discuss the design of a Chebyshev response 2 dB ripple lowpass filter. We will use the Sallen-Key filter circuit for realization. We will calculate the required component values, the actual stopband attenuation, and the peak and valley frequencies in the ripple region. We will workout our design step by step and verify our calculations using simulations in TINA-TI SPICE. ...
🌟 Butterworth Response Lowpass Filter Design - 2nd Order 💡 Two-Pole Sallen-Key Circuit
Просмотров 316Месяц назад
In this video, we will discuss the design of a Butterworth response lowpass filter. We will use the Sallen-Key filter circuit for realization. We will workout our design step by step and verify our calculations using simulations in TINA-TI SPICE. 🎯Outline: ⏩00:00:00 Introduction ⏩00:00:19 Calculations ⏩00:07:54 Simulation Results in TINA-TI SPICE 👉 More Butterworth Response Filter Design: rucli...
Lowpass Filters - Transfer Function & Cutoff Frequency 🌟 Step by Step Examples with TINA-TI SPICE
Просмотров 380Месяц назад
In this video, we will discuss the RC lowpass filters in detail. We will consider the passive RC lowpass filters composed of only one RC stage (first-order), cascading of identical first-order RC lowpass filters (second-order and third-order), and using a buffer (voltage follower with op-amp). We will consider the filter sharpness (filter-order) and the effect of cascading on the cutoff frequen...
Twin-T Oscillator ⭐ Oscillation Frequency Derivation, Worked-Out Example & TINA-TI Simulations
Просмотров 364Месяц назад
Twin-T Oscillator ⭐ Oscillation Frequency Derivation, Worked-Out Example & TINA-TI Simulations
Phase-Shift Oscillator using Op-Amp ⭐ Oscillation Principle ⭐ Worked-Out Example & Simulations
Просмотров 369Месяц назад
Phase-Shift Oscillator using Op-Amp ⭐ Oscillation Principle ⭐ Worked-Out Example & Simulations
Wien-Bridge Oscillator using Op-Amp ⭐ Derivation, Worked-Out Example & TINA-TI Simulations
Просмотров 510Месяц назад
Wien-Bridge Oscillator using Op-Amp ⭐ Derivation, Worked-Out Example & TINA-TI Simulations
Noninverting Schmitt Trigger - Asymmetric Threshold Levels ⭐ Derivation, Design Example & Simulation
Просмотров 3112 месяца назад
Noninverting Schmitt Trigger - Asymmetric Threshold Levels ⭐ Derivation, Design Example & Simulation
Inverting Schmitt Trigger - Asymmetric Threshold Levels ⭐ Derivation, Design Example & Simulation 👍
Просмотров 2392 месяца назад
Inverting Schmitt Trigger - Asymmetric Threshold Levels ⭐ Derivation, Design Example & Simulation 👍
Thevenin's Theorem - AC Electric Circuit ⭐ Maximum Power Transfer 💡 Calculation & TINA-TI Simulation
Просмотров 4672 месяца назад
Thevenin's Theorem - AC Electric Circuit ⭐ Maximum Power Transfer 💡 Calculation & TINA-TI Simulation
Noninverting Schmitt Trigger ⭐ Derivation of Threshold Levels, Design Example & TINA-TI Simulations
Просмотров 2762 месяца назад
Noninverting Schmitt Trigger ⭐ Derivation of Threshold Levels, Design Example & TINA-TI Simulations
Square-Wave Oscillator ⭐ Oscillation Frequency Derivation, Design Example & TINA-TI Simulations
Просмотров 4052 месяца назад
Square-Wave Oscillator ⭐ Oscillation Frequency Derivation, Design Example & TINA-TI Simulations
Inverting Schmitt Trigger ⭐ Derivation of Threshold Levels, Design Example & TINA-TI Simulations
Просмотров 3002 месяца назад
Inverting Schmitt Trigger ⭐ Derivation of Threshold Levels, Design Example & TINA-TI Simulations
Current Amplifier using Op-Amp ⭐ Formula Derivation 💡 Worked-Out Example & TINA-TI Simulations
Просмотров 4753 месяца назад
Current Amplifier using Op-Amp ⭐ Formula Derivation 💡 Worked-Out Example & TINA-TI Simulations
Voltage to Current Converter Op-Amp Circuit ⭐ Single-Ended Input Voltage to Floating Load Current
Просмотров 5223 месяца назад
Voltage to Current Converter Op-Amp Circuit ⭐ Single-Ended Input Voltage to Floating Load Current
Voltage to Current Converter Op-Amp Circuit ⭐ Differential Input Voltage to Grounded Load Current
Просмотров 9643 месяца назад
Voltage to Current Converter Op-Amp Circuit ⭐ Differential Input Voltage to Grounded Load Current
Howland Current Source Circuit ⭐ Voltage to Current Converter ⭐ Derivation - Example - Simulations
Просмотров 5853 месяца назад
Howland Current Source Circuit ⭐ Voltage to Current Converter ⭐ Derivation - Example - Simulations
Singular Value Decomposition (SVD) ⭐ Complete Worked-Out Example ☀️ Calculations & MATLAB Solutions
Просмотров 1253 месяца назад
Singular Value Decomposition (SVD) ⭐ Complete Worked-Out Example ☀️ Calculations & MATLAB Solutions
Matrix Diagonalization ⭐ Definition & Complete Worked-Out Example ☀️ Calculations & MATLAB Solutions
Просмотров 914 месяца назад
Matrix Diagonalization ⭐ Definition & Complete Worked-Out Example ☀️ Calculations & MATLAB Solutions
Thanks for the video, but the links for MATLAB script for K-factor calculation method and TINA simulation are not included in the caption!
You made a mistake in det(A11) towards the ending 107.17 mS^2... But thankyou so much for the explanation
Yes, you are right. The det(A11) in Example 3 should be 10 times larger. The final answer is correct though and verified with the simulation results. Thanks for your feedback!
Nice work. Greetings from India, Electrical Engineering undergraduate.
Great to know that you liked the video 😊 Share this video 👍
Adamsın hocam
Eyvallah 😊
Could you please make a video on second order system with complex conjugate poles for designing the PI controller. I am working on BLDC motor drive where I got the second order transfer function with imaginary poles and plant without PI is having 90 degree phase margin and gain crossover frequency is very less 3rad/sec. And also it final value is 0.8 steady state value with unit step input without any compensation. I have designed in MATLAB just by moving the phase and magnitude plot accordingly, but I couldn't make it out. Could you please refer any text book or any reference paper. Thank you in advance.
The basic idea of root locus design method is the same if the system has complex poles or zeros. If you want to get more in detail about this, you might consult Modern Control Engineering, K. Ogata.
Hocam Türk müsünüz gerçekten duygulandım , mükemmel anlatıyorsunuz asıcam bayrakları çok mutluyum.
Evet, Türk'üm. Allah razı olsun 😊
this is amazing! thank you so much for making this video!
Glad you liked it! Share the knowledge 😊
Exellent good 🎉❤
Thanks for your appericiation 🙂 See also the other video about Precision Half-Wave Rectifier: ruclips.net/video/wL-HRh5JcEs/видео.html. This video gives some more background about the topic too.
Awsome
Thanks! Great to know that you liked the video 👍
INCRÍVELLLLLLLLLLLL
MONSTRO OU NN? THANK YOU VERY MUCH!!!!!!!!!
Great to know that you liked the video 👍
@@SenaiPindaYou're welcome!
Exellent 🎉❤
Great to know you liked the video 😊👍
Good explanations, thanks! Can the choice of diode matter in this circuit?
You are welcome! Yes, in practice, it will matter which diode you will use. This holds actually for all components.
Very useful. Please share the code file. Can you share a simmulink file related to this with the buck converter and type 3 compensator network.
Thanks for your message. The simulation files and more details of a similar design is given here in this video: ruclips.net/video/p5q5jMvsjto/видео.html
Nice tutuorial
Thanks!
In one formula: ( 30V - (0,7 V x 2) ) / 4mA = 7100 Ohm
What are you calculating with this expression?
@@CANEDUX the resistance R
@@stefano.a You need to consider the base currents also. I discuss this in great detail in this video. Check it out 👍
@@CANEDUX I saw the video but the results you obtained it is not much general because it depends on beta of BJT. The simulator is clear: try to put 7100 ohms value on the resistor and the result 4mA is the current independent of beta value as beta is mantained high.
@@stefano.a The BJT in practice will not have a beta which is infinite, so you need to take the base currents into account. The 4 mA in the design is not equal to the reference current. This is what you try to say, but it is not correct. I also have given and discuss the formula which relates the reference current to the collector current of Q4. This is all in the video.
You could leave I2 with a minus sign and the angle -51 and just have I =1.56 -1.25 = 0.31 at -51deg?
Thanks for your comment. Yes, you are right. That is in this case faster :) but only if the angles are equal to each other.
SUPER THANKS!!
You're welcome!
how to validate the transfer function via simulink sir ?i have designed each block of transfer function based on your tutorial and the block that confuses me is the switch
Thanks for your message. I advise you watch the 2 parts video about the Buck Converter and Controller Design. Part 1: Buck Converter Design in Open-Loop: ruclips.net/video/fE1lxyE7ILI/видео.html Part 2: Buck Converter Design in Closed-Loop: ruclips.net/video/p5q5jMvsjto/видео.html The modulator is assumed to be frequency independent, thus a constant. The actual details are also discussed in the videos. Worthwhile to watch them both.
Exellent good 🎉❤
Glad to know you liked the video 😊
VCVS? More like "Very cool videos that can help you achieve success!" But seriously, this video was great; thanks for pointing me to it! I'm still not entirely sure of when you would want to approximate a BJT transistor as a CCCS or VCCS, but I suspect I'll learn more if I keep watching your videos.
Thanks for your message! Great to know you achieve success 👍 In general, the modeling can be done in many ways. There is s famous saying: "All models are wrong, but some are useful". Modeling of a BJT or any other electronic device depends on the parameters that determine the functionality of that device. Using CCCS or VCCS is not necessarily correct or wrong, but it might be more intuitive and easier to use a specific model. Again, Thevenin's therom is not coupled to this modeling.
@ Do you have any videos where you calculate a Thevenin equivalent circuit using the CCCS or VCCS approximation of a transistor?
@@PunmasterSTP Example 5 in this video discusses this: ruclips.net/video/X4KtGLvD4iI/видео.html. Example 6 uses Norton's theorem, which is similar to Thevenin's theorem.
Wheatstone? More like "Wonderful video that holds its own!" 👍
Thank you very much for your nice message 👍 I appreciate it 😊
@@CANEDUX You are most welcome! Tomorrow I might try to find a video on calculating equivalent circuits with dependent current and voltage sources, as well as ones with transistors.
@@PunmasterSTP I have a video discussing dependent sources in detail. ruclips.net/video/X4KtGLvD4iI/видео.html In this video, there are many examples given, also about Thévenin Equivalent Circuit with a Dependent Source
@@CANEDUX Dependent sources? More like "Dang good resources!"
@@PunmasterSTP I really enjoy this 🙂Thanks for you nice comment and dedication to watch the videos!
you dont know how much you help me for my final exam. great lecture
That is really great to know 👍 I am happy that the video is helpful 😊 Check the playlist about Root Locus Design on this channel for more videos. Good luck with your exam 👍
PNP? More like TNT, 'cause these lectures are dynamite! Also, is it fair to say that since the base current is so small, you can just consider the voltage at node B being determined by R1, R2 and V_EE?
You can use this approximation, but it will never be exact.
@@CANEDUX That sounds fair.
Four resistors!? Whoa 😯 But seriously, this was cool. I actually set up a system of equations and used Wolfram to solve them without calculating the Thévenin equivalent circuit first and got slightly different values. However, determining the equivalent circuit seems like it was a worthwhile simplification. To clarify, are you just taking the transistor out entirely, and is that always valid? Thanks!
In electronics design using discrete components, four resistors basing is still used because it is fairly easy to use. However, for more stable designs, a constant current source is much better for amplifier design. See my playlist about IC biasing and differential amplifiers on this channel. About the Thévenin's Theorem on this circuit. The circuit is decoupled at the base node and an equivalent circuit is placed at the left side of the base node. This will produce the exact result. Other methods will give an approximate result.
@@CANEDUX So to confirm, the transistor is taken completely out of the circuit (i.e. replaced with an open) to calculate the Thévenin resistance and voltage, right?
@@PunmasterSTP That is correct. You might want to watch this video about Thévenin's Theorem: ruclips.net/video/-82oP4y-uXo/видео.html This will help to get the idea much better I think.
@ Thank you! It's been a while since I've studied circuits so I could definitely use a refresher.
@@PunmasterSTPIt is always good and healthy to refresh 😊
It's cool how switching the resistor from the base to the emitter still results in the same amount of current going through that resistor, but then the base current is a lot less 👍
The emitter resistor behaves as controller. That is also the reason for using it in the four resistor transistor amplifier circuits.
@@CANEDUX We do all need some control...
@@PunmasterSTPIndeed. Power without control is meaningless and useless.
@@CANEDUX Yes, like a circuit with a shorted load.
These lectures are so much beta than almost everything else out there! But seriously, thanks for putting this up. Out of curiosity, are you a professor at a university somewhere, and is this account managed by just you or by a team?
Thanks for your nice message! Great to know that you liked the videos. 👍 I work also as a lecturer and researcher at the university in the Electrical Engineering department. I manage this complete RUclips channel myself 😊
@@CANEDUX That's awesome! What institution are you at?
@@PunmasterSTP You can find more info from my LinkedIn profile: www.linkedin.com/in/canmehmet
@@CANEDUX Cool, thanks for the link(edin)!
You are welcome.
BJT? More like "Beautiful lectures, and I can't believe they're free!" 🙏
Thank you for your nice comment! Great to know you liked the video 👍 It is free, but you can support by liking and sharing the videos and knowledge 😉
@@CANEDUX I definitely like good videos and share them when I can. I also hope that some of my quirky comments can help spark discussions.
@@PunmasterSTP Thanks for your support!
Exellent good my friend ❤🎉
Thanks! Glad to know you liked the video 👍
ekrandakiler çok anlaşılmıyor hocam kaç dili anadilin gibi biliyorsun bu konuyu türkçe anlatan birinden dinlemek istemiştim :))
Bu dersi Hollandaca anlatıyorum. Genelde dersleri İnglizce veriyorum ve videoları o şekilde hazırlıyorum. Türkçe ders talep eden de zamanla artmaya başladı, herhalde Türkçe ders hazırlamanın vakti geldi.
Vielen dank.
You are welcome!
Teşekkür ederim hocam, Türk olduğunuzu bilmiyordum çok anlaşılır bir İngilizce ile çok iyi bir anlatım olmuş, emeğinize sağlık. İTÜ elektronik öğrencisiyim yarın sınavımda çok faydası olacak🙏🏻
Faydalı bulduğuna çok memnun oldum. İmtihanlarında başarılar dilerim.
A wonderful explanation with the utmost creativity and mastery. Please, kindly inform me of the name of the reference that contains this scientific material.
Thanks for your nice message. Great to see you liked the video 👍 I used many different books and also created my own way of working out the problems. I recognized that people really needed a step by step approach, which was not always clear from the books. That is one of the reasons for these videos. I can recommend the following. 📚 Resources 👇 [1] Discrete-Time Control Systems, K. Ogata [2] Modern Control Engineering, K. Ogata [3] Control Systems Engineering, Norman Nise [4] Modern Control Systems, Dorf & Bishop [5] Digital Control Engineering, Fadali & Visioli
आपका दोस्त खूब आभार नमस्कार 🎉❤
You are welcome 😉
Hocam cansınız, emeğinize sağlık 🌹
Eyvallah. Faydalı bulduğuna memnun oldum 👍Paylaşalım 😉
when you put Zpi = 0.5 angle criterion at 14:20 does not satisfy. We have found PHI of (Zpd) = 83, since total of PHI of (Zpi) + PHI of (Zpd) = 226, PHI of (Zpi) = 143. And we know that Zpi is between 0 and -1 so we should find tan(180 - 143) = 6/x (x is the bottom edge of triangle) from this equation we get x = 7.96 so Zpi = 0.04. I dont understand why you put Zpi = 0.5 directly. Can you please explain where am i wrong? thanks for the great videos.
The placement of the PI controller zero (z_pi) is done after the design of the complete PD-controlled system. This is an arbitrary choice, but you need to be careful with where you place this PI controller zero. As I explained in the video, the choice of the PI controller zero is done such that the negative phase contribution of the PI controller will not effect the PD-controlled system too much. You can place the PI controller closer to the vertical axis (will make the system slower) or farther away from the vertical axis (will cause additional action and the poles we assume to be dominant will not be dominant anymore).
@CANEDUX thank you for this great detailed answer. You are a hero
@@muhammetmetinaltuncu3468 Great 👍 Share the knowledge 😉
Firstly, thanks for these great playlist i understand the topic thanks to you. I have a question. You make simulations on MATLAB and change the Gc(s) according to these simulations. In the exam we dont have opportunity to do that. How can we make it without using MATLAB?
Thanks for your message and great to know that you liked the video 👍 Using the Root Locus Design, we assume the two closed-loop poles are dominant and determine the dynamics of the complete system. This is, of course, an approximation, thus we might need to fine tune our initial design and for that we use MATLAB.
Excellent video can I ask you in which video did you mention the bandwidth?Apparently I missed it
The bandwidth is discussed in this video. You can also see the results and calculations from 09:00 in this video.
hey, I am makeing some filters for a project.how do you design the schematic of the filter?like its the 2nd order and a chebisev but what is the formula for the schematic?how the components should be arranged?I searched everywhere and I cant find it
I am making it without datasheet,I need to know why I choose everything on the project
This is playlist of LC Ladder Filter Design: ruclips.net/p/PLuUNUe8EVqlk3vJPaVtZwA93qVDDtktY9
great
Nice 👍
🎉Thanks आपका खूब खूब आभार नमस्कार from इंडिया 🎉
You are welcome! Share the knowledge :)
This is amazing! Thank you for your dedication!
Great to know! I am happy that the video is valuable. Share the knowledge :)
Good
Thanks! Share the knowledge 👍
can you expain to me why the completed closed loop function look like that in 21:00 ? Why is it difference from Gc(s) in previous calculation ?
The T(s) is the closed-loop transfer function of the complete system and Gc(s) is the transfer function of the controller only. They are indeed different, because the T(s) includes the plant transfer function and the effect of feedback. You can calculate the closed-loop transfer function using Mason's gain rule.
Thank you. Great channel. Subbed 👍
Great to know you liked the channel and thanks for subscribing👍 Share the knowledge 🙂
So if Vid is big, lets say 300-500mV, how can I keep a decent amplification with the same circuit configuration?
First, you need to consider the DC levels at the transistor nodes, so that all transistors are operating in the linear region. The voltage gain of the circuit in this video is around 1050. Making the input let's say 200 mV peak, should result in an output voltage of 210 V, which is of course not possible. Again, you need to stay below the maximum possible DC levels of the transistor nodes. This is done using DC analysis.
Hocam iyi günler undershoot sorununu çözmek için bu yöntemlerden birini kullanabilir miyiz ya da önerdiğiniz bir filtre var mıdır ben low-pass denedim ancak başarılı olamadım. Teşekkürler
Selam, undershoot yok etmek için belirli frekans veya frekansları filtereleme gerekiyor. Undershoot, right-half plane zero frekansı ile ortaya çıkar. Mesela allpass filter işe yarayabilir, fakat duruma göre daha başka işlem gerekebilir.
@ hocam sistem 2. Dereceden olduğu için sanırım filtreleyemedim
@furkandemir7735 Dediğim gibi, sistemdeki pole ve zero frekanslarını bilmek gerekiyor.
Exellent you video आप हमको सीखते हैं आपका आभार प्रकट करते हुए नमस्कार 🎉❤from इंडिया
Great to help you out! Share the knowledge 👍
Sorry, but the only useful information is the DC analysis. Without drawing the small signal equivalent circuit, it doesn't help me much. Great work with the simulations and all, but circuits are never this simple. I hope one day you will include a detailed analysis that covers AC as well.
Thanks! Great to know you liked the video. I have a separate video list about single-stage transistor amplifier where I discuss the full details. Check this playlist: ruclips.net/p/PLuUNUe8EVqlndhdohoZ23M1-BICayBJFE You can also start with this video just to see the derivation: ruclips.net/video/y5eO02lGUyg/видео.html Remember that g_m = r_pi*beta.
e1 is 1,except that good question and solution.
Thanks for your message! Glad you point it out. Indeed, e1 = 1. The number of right half plane poles are two and not one. This will not change the conclusion for the stability; the system is still unstable.
@@CANEDUX currently I am looking at your control playlist which is very helpful to me.Thank you for the playlist and the feedback.
@@yagzkaptan6631 Great to know you liked the playlist and the videos! Share the knowledge :)
I don't see VCC being used in any formula, is that correct or am I missing something? Is it just relevant to calculate the DC level on the outputs? So, is Vo1 = Vcc/2 + Vin1*Adb? (or ACB if Vin1=Vin2) Or where do I get the 10V at the terminals from? Great video series. Thank you for dissecting the topic and showing the matching simulation results. I am currently trying to model barebones OTAs to run with ODAE solvers, and I'm building it starting from the simplest possible thing: a differential amplifier. I'm still running into some issues and scratching my head in confusion, but I'll get there.
Thanks for your message. It is a good point. The VCC is actually required to check the bias conditions and the operation region of the transistors. We need to check that all the transistors are operating in the linear region in order to use the formula for the voltage gain. I have not checked this, but you can see in the simulation results that the DC collector voltage is larger than the DC base voltage, so the transistors are indeed in the linear region of operation. Great to see you liked the video 👍
@@CANEDUX Oh, I see. Thank you for the clarification.
@@sharptrickster You're welcome!