1. The document discusses Kirchhoff's voltage law through analyzing curriculum content and providing descriptions from different sources.
2. It describes Kirchhoff's voltage law as the algebraic sum of all voltages in a closed loop being equal to zero, and provides an example circuit to illustrate measuring voltages.
3. A second description is included from another source, stating that the algebraic sum of voltages around a closed circuit loop is zero, and providing another example circuit to demonstrate applying the law.
This document describes electric circuits and the differences between series and parallel circuits. It includes:
- Descriptions of circuit components like cells, batteries, resistors, and switches used to draw circuit diagrams.
- Explanations of how current, voltage, and resistance work in series circuits compared to parallel circuits. In series circuits, the same current flows through each component and voltage drops add up. In parallel circuits, currents split and voltages are equal across each branch.
- Examples of calculating current, voltage, resistance, power, and solving circuit problems for both series and parallel circuits using formulas like Ohm's law.
1. Kirchhoff's laws (KCL and KVL) form the foundation for electric circuit analysis. KCL states that the algebraic sum of currents entering a node is zero, while KVL states that the algebraic sum of voltages around a closed loop is zero.
2. A node is the point of connection between two or more branches, while a loop is any closed path in a circuit without repeating nodes. Kirchhoff's laws can be applied to nodes, closed surfaces, and loops.
3. Ohm's law defines the relationship between current and voltage in a resistor as V=IR. Resistors can be connected in series or parallel, and equivalent resistances can be calculated using their individual
This document presents a dynamic model of a permanent magnet synchronous motor. It derives a two-phase d-q model from the three-phase model by transforming the stator variables from the stationary a-b-c frame to the rotating d-q frame. It discusses obtaining the complete set of model parameters from simple laboratory tests, as some parameters are not directly measurable and vary with operating conditions. The model is primarily for interior permanent magnet synchronous motors but can also apply to surface permanent magnet motors.
These are the basics of Linear circuit analysis that will help you to strong your basics in this subject.Guideline for this book is 'Electric Circuits, by Nilsson & Riedel 2009'.
Hope this will help you.
This document provides an overview of nodal analysis techniques for circuit analysis. It discusses how to apply Kirchhoff's Current Law (KCL) at nodes to set up systems of equations and solve for unknown node voltages. Key aspects covered include:
1) Defining a reference node and assigning positive voltages to non-reference nodes
2) Applying KCL at non-reference nodes and incorporating Ohm's Law to relate currents and voltages
3) Solving the resulting system of equations using methods like elimination or Cramer's Rule
4) How the presence of voltage sources affects the analysis, requiring the use of super node analysis combining nodes connected by a voltage source.
The document discusses various circuit theorems including:
1. Linearity property and superposition principle which allow complex circuits to be simplified by treating sources individually.
2. Source transformations allow replacing voltage sources in series with resistances by current sources in parallel with resistances.
3. Thevenin's theorem states any linear two-terminal circuit can be reduced to a voltage source in series with a resistance.
4. Examples are provided to demonstrate applying these theorems to solve for unknown voltages and currents.
Sesión de Laboratorio 3: Leyes de Kirchhoff, Circuitos RC y DiodosJavier García Molleja
Laboratory session in Physics II subject for September 2016-January 2017 semester in Yachay Tech University (Ecuador). Topic covered: electricity, electrical circuits, resistances, capacitances, diodes
Based on Bruna Regalado's work
These are the basics of Linear circuit analysis that will help you to strong your basics in this subject.Guideline for this book is 'Electric Circuits, by Nilsson & Riedel 2009'.
Hope this will help you.
This document describes electric circuits and the differences between series and parallel circuits. It includes:
- Descriptions of circuit components like cells, batteries, resistors, and switches used to draw circuit diagrams.
- Explanations of how current, voltage, and resistance work in series circuits compared to parallel circuits. In series circuits, the same current flows through each component and voltage drops add up. In parallel circuits, currents split and voltages are equal across each branch.
- Examples of calculating current, voltage, resistance, power, and solving circuit problems for both series and parallel circuits using formulas like Ohm's law.
1. Kirchhoff's laws (KCL and KVL) form the foundation for electric circuit analysis. KCL states that the algebraic sum of currents entering a node is zero, while KVL states that the algebraic sum of voltages around a closed loop is zero.
2. A node is the point of connection between two or more branches, while a loop is any closed path in a circuit without repeating nodes. Kirchhoff's laws can be applied to nodes, closed surfaces, and loops.
3. Ohm's law defines the relationship between current and voltage in a resistor as V=IR. Resistors can be connected in series or parallel, and equivalent resistances can be calculated using their individual
This document presents a dynamic model of a permanent magnet synchronous motor. It derives a two-phase d-q model from the three-phase model by transforming the stator variables from the stationary a-b-c frame to the rotating d-q frame. It discusses obtaining the complete set of model parameters from simple laboratory tests, as some parameters are not directly measurable and vary with operating conditions. The model is primarily for interior permanent magnet synchronous motors but can also apply to surface permanent magnet motors.
These are the basics of Linear circuit analysis that will help you to strong your basics in this subject.Guideline for this book is 'Electric Circuits, by Nilsson & Riedel 2009'.
Hope this will help you.
This document provides an overview of nodal analysis techniques for circuit analysis. It discusses how to apply Kirchhoff's Current Law (KCL) at nodes to set up systems of equations and solve for unknown node voltages. Key aspects covered include:
1) Defining a reference node and assigning positive voltages to non-reference nodes
2) Applying KCL at non-reference nodes and incorporating Ohm's Law to relate currents and voltages
3) Solving the resulting system of equations using methods like elimination or Cramer's Rule
4) How the presence of voltage sources affects the analysis, requiring the use of super node analysis combining nodes connected by a voltage source.
The document discusses various circuit theorems including:
1. Linearity property and superposition principle which allow complex circuits to be simplified by treating sources individually.
2. Source transformations allow replacing voltage sources in series with resistances by current sources in parallel with resistances.
3. Thevenin's theorem states any linear two-terminal circuit can be reduced to a voltage source in series with a resistance.
4. Examples are provided to demonstrate applying these theorems to solve for unknown voltages and currents.
Sesión de Laboratorio 3: Leyes de Kirchhoff, Circuitos RC y DiodosJavier García Molleja
Laboratory session in Physics II subject for September 2016-January 2017 semester in Yachay Tech University (Ecuador). Topic covered: electricity, electrical circuits, resistances, capacitances, diodes
Based on Bruna Regalado's work
These are the basics of Linear circuit analysis that will help you to strong your basics in this subject.Guideline for this book is 'Electric Circuits, by Nilsson & Riedel 2009'.
Hope this will help you.
Menuntut ilmu adalah TAQWA - Seeking knowledge is piety.
Menyampaikan ilmu adalah IBADAH - Conveying knowledge is worship.
Mengulang-ulang ilmu adalah ZIKIR - Repeating knowledge is remembrance of God.
Mencari ilmu adalah JIHAD - Seeking knowledge is jihad.
Network theorems for electrical engineeringKamil Hussain
The document discusses several circuit analysis theorems and methods. Kirchhoff's laws describe the conservation of charge and energy in circuits. Mesh analysis and nodal analysis are methods to solve circuits by assigning currents or voltages and setting up equations based on Kirchhoff's laws. The superposition theorem allows analyzing circuits with multiple sources by solving for each source independently and summing the results.
The document describes how to perform a blocked rotor test on a 3-phase induction motor. The test is similar to a short circuit test on a transformer. It determines the motor's load dependent losses, stator and rotor reactances, and rotor resistance. To do the test, the rotor is blocked from rotating while voltage is applied to the stator terminals and gradually increased until rated current is reached. Current, voltage, and power measurements are then used to calculate the motor parameters.
- The document discusses first-order RC circuits, which are composed of resistors and capacitors. Applying Kirchhoff's laws to these circuits results in first-order differential equations.
- A source-free RC circuit is analyzed as an example, where the capacitor is initially charged to an initial voltage VO. The voltage v(t) across the capacitor is found to decay exponentially over time as v(t) = VOe-t/RC.
- The time constant τ of the circuit, which is the time it takes for the voltage to decay to 37% of the initial value, is equal to RC. After about 5τ, the voltage decays to less than 1% of the initial value.
The document is an experiment manual for basic electrical laboratory experiments. It describes an experiment to verify Kirchhoff's Current Law and Kirchhoff's Voltage Law using a circuit with resistors and ammeters/voltmeters. The procedure involves setting up the circuit, varying the supply voltage, and recording readings to verify that the measurements match the theoretical equations derived from KCL and KVL. Tables are included for recording the experimental values.
These are the basics of Linear circuit analysis that will help you to strong your basics in this subject.Guideline for this book is 'Electric Circuits, by Nilsson & Riedel 2009'.
Hope this will help you.
This document contains information about a basic electrical engineering laboratory course, including safety precautions, electrical symbols, list of experiments, and procedures for experiment 1 on verifying Kirchhoff's laws for DC circuits. It provides instructions on connecting circuits, taking measurements, and calculating theoretical values to verify the laws. Experiments cover topics like impedance calculation, transformer testing, and three-phase power measurement.
Thevenin's theorem states that a linear circuit containing sources and elements can be represented by a voltage source and resistance. It allows a complex circuit to be reduced to a simple series circuit. The four steps are: 1) remove the load, 2) determine voltage seen by load (Vth), 3) replace voltage source with short, 4) determine resistance seen by load (Rth). Using these steps, any linear circuit can be converted into a Thevenin equivalent circuit with a single voltage source and resistance.
Chapter 4, Fundamentals of Electric Circuits, Charles Alexander, Linearity, superposition, source transformation, Thevenin and Norton Theorems, Maximum power transfer
Electrical Engineering is the Branch of Engineering. Electrical Engineering field requires an understanding of core areas including Thermal and Hydraulics Prime Movers, Analog Electronic Circuits, Network Analysis and Synthesis, DC Machines and Transformers, Digital Electronic Circuits, Fundamentals of Power Electronics, Control System Engineering, Engineering Electromagnetics, Microprocessor and Microcontroller. Ekeeda offers Online Mechanical Engineering Courses for all the Subjects as per the Syllabus. Visit : https://ekeeda.com/streamdetails/stream/Electrical-and-Electronics-Engineering
The document discusses Kirchhoff's rules for circuit analysis and RC circuits. Kirchhoff's rules state that the sum of currents entering a junction must be 0, and the sum of potential differences in any closed loop must be 0. RC circuits have time-dependent behavior when charging and discharging based on the time constant, which is the resistance times the capacitance. The document provides examples of applying Kirchhoff's rules to solve for currents in circuits and calculating the time it takes a capacitor to charge to half its final value in an RC circuit.
The document describes two laws developed by Gustav Kirchhoff in 1845 that became central to electrical engineering. The laws were generalized from the work of Georg Ohm and can also be derived from Maxwell's equations. Kirchhoff's voltage law (KVL) and Kirchhoff's current law (KCL) state that the sum of voltages in a closed loop is zero and that the algebraic sum of currents entering or leaving a node is zero, respectively. These laws form the basis for circuit analysis techniques like node analysis and mesh analysis.
Ekeeda Provides Online Electrical and Electronics Engineering Degree Subjects Courses, Video Lectures for All Engineering Universities. Video Tutorials Covers Subjects of Mechanical Engineering Degree.
This document provides instructions for an experiment involving Kirchhoff's Current and Voltage Laws. The objectives are to learn and apply Kirchhoff's Current Law and Kirchhoff's Voltage Law, obtain further practice with electrical measurements, and compare results with calculations and simulations. The experiment uses a circuit with four resistors to apply the two Kirchhoff's Laws and calculate voltages and currents at various points. Students are instructed to use the laws to derive equations relating node voltages, solve them through calculation and simulation, measure resistor values, and compare results.
This document discusses various concepts related to electric circuits including:
- Circuit elements like resistors, voltage and current sources.
- Kirchhoff's laws, Ohm's law, and calculations of equivalent resistance in series and parallel circuits.
- Different types of currents and voltages including direct current, alternating current, and dependent and independent sources.
- Units of measurement for quantities like charge, current, voltage, resistance and power in electric circuits.
This document contains the syllabus and content outline for a course on Basic Electrical Engineering. It covers topics such as Ohm's Law, Kirchhoff's Laws, network analysis techniques including nodal analysis and mesh analysis, AC circuit analysis using phasors, series and parallel RLC circuits, network theorems, resonance, and fundamentals of electrical machines including transformers, induction motors, and DC motors. The course aims to provide students a strong foundation in core electrical engineering concepts and their practical applications.
The document summarizes key circuit analysis concepts taught to a group of students including:
1) It discusses the mesh theorem and superposition theorem, which states the voltage across a circuit element is the sum of voltages due to each independent source.
2) It also reviews RC circuits composed of resistors and capacitors, and RL circuits made of resistors and inductors.
3) The document is intended to teach circuit analysis concepts to students including Md. Mohaimanul Islam, Israt Jahan, and Yeakuti Feardus.
The document discusses I-V characteristics, which relate the terminal voltages and currents of electronic circuit components. I-V characteristics are commonly plotted graphs that are useful for analyzing two-terminal and three-terminal devices. The document also covers resistor I-V characteristics based on Ohm's Law, ideal voltage and current sources, linearity and superposition analysis, Thévenin and Norton equivalents, and dependent sources.
The document discusses transistor amplifiers, including:
1) The objectives of understanding amplifiers, transistor parameters, and analyzing the common-emitter amplifier.
2) How transistors can amplify AC signals without distorting the input through operating in the linear region between cutoff and saturation.
3) Analyzing amplifier operation involves considering both DC biasing for the quiescent point and the AC signal variations around that point.
Menuntut ilmu adalah TAQWA - Seeking knowledge is piety.
Menyampaikan ilmu adalah IBADAH - Conveying knowledge is worship.
Mengulang-ulang ilmu adalah ZIKIR - Repeating knowledge is remembrance of God.
Mencari ilmu adalah JIHAD - Seeking knowledge is jihad.
Network theorems for electrical engineeringKamil Hussain
The document discusses several circuit analysis theorems and methods. Kirchhoff's laws describe the conservation of charge and energy in circuits. Mesh analysis and nodal analysis are methods to solve circuits by assigning currents or voltages and setting up equations based on Kirchhoff's laws. The superposition theorem allows analyzing circuits with multiple sources by solving for each source independently and summing the results.
The document describes how to perform a blocked rotor test on a 3-phase induction motor. The test is similar to a short circuit test on a transformer. It determines the motor's load dependent losses, stator and rotor reactances, and rotor resistance. To do the test, the rotor is blocked from rotating while voltage is applied to the stator terminals and gradually increased until rated current is reached. Current, voltage, and power measurements are then used to calculate the motor parameters.
- The document discusses first-order RC circuits, which are composed of resistors and capacitors. Applying Kirchhoff's laws to these circuits results in first-order differential equations.
- A source-free RC circuit is analyzed as an example, where the capacitor is initially charged to an initial voltage VO. The voltage v(t) across the capacitor is found to decay exponentially over time as v(t) = VOe-t/RC.
- The time constant τ of the circuit, which is the time it takes for the voltage to decay to 37% of the initial value, is equal to RC. After about 5τ, the voltage decays to less than 1% of the initial value.
The document is an experiment manual for basic electrical laboratory experiments. It describes an experiment to verify Kirchhoff's Current Law and Kirchhoff's Voltage Law using a circuit with resistors and ammeters/voltmeters. The procedure involves setting up the circuit, varying the supply voltage, and recording readings to verify that the measurements match the theoretical equations derived from KCL and KVL. Tables are included for recording the experimental values.
These are the basics of Linear circuit analysis that will help you to strong your basics in this subject.Guideline for this book is 'Electric Circuits, by Nilsson & Riedel 2009'.
Hope this will help you.
This document contains information about a basic electrical engineering laboratory course, including safety precautions, electrical symbols, list of experiments, and procedures for experiment 1 on verifying Kirchhoff's laws for DC circuits. It provides instructions on connecting circuits, taking measurements, and calculating theoretical values to verify the laws. Experiments cover topics like impedance calculation, transformer testing, and three-phase power measurement.
Thevenin's theorem states that a linear circuit containing sources and elements can be represented by a voltage source and resistance. It allows a complex circuit to be reduced to a simple series circuit. The four steps are: 1) remove the load, 2) determine voltage seen by load (Vth), 3) replace voltage source with short, 4) determine resistance seen by load (Rth). Using these steps, any linear circuit can be converted into a Thevenin equivalent circuit with a single voltage source and resistance.
Chapter 4, Fundamentals of Electric Circuits, Charles Alexander, Linearity, superposition, source transformation, Thevenin and Norton Theorems, Maximum power transfer
Electrical Engineering is the Branch of Engineering. Electrical Engineering field requires an understanding of core areas including Thermal and Hydraulics Prime Movers, Analog Electronic Circuits, Network Analysis and Synthesis, DC Machines and Transformers, Digital Electronic Circuits, Fundamentals of Power Electronics, Control System Engineering, Engineering Electromagnetics, Microprocessor and Microcontroller. Ekeeda offers Online Mechanical Engineering Courses for all the Subjects as per the Syllabus. Visit : https://ekeeda.com/streamdetails/stream/Electrical-and-Electronics-Engineering
The document discusses Kirchhoff's rules for circuit analysis and RC circuits. Kirchhoff's rules state that the sum of currents entering a junction must be 0, and the sum of potential differences in any closed loop must be 0. RC circuits have time-dependent behavior when charging and discharging based on the time constant, which is the resistance times the capacitance. The document provides examples of applying Kirchhoff's rules to solve for currents in circuits and calculating the time it takes a capacitor to charge to half its final value in an RC circuit.
The document describes two laws developed by Gustav Kirchhoff in 1845 that became central to electrical engineering. The laws were generalized from the work of Georg Ohm and can also be derived from Maxwell's equations. Kirchhoff's voltage law (KVL) and Kirchhoff's current law (KCL) state that the sum of voltages in a closed loop is zero and that the algebraic sum of currents entering or leaving a node is zero, respectively. These laws form the basis for circuit analysis techniques like node analysis and mesh analysis.
Ekeeda Provides Online Electrical and Electronics Engineering Degree Subjects Courses, Video Lectures for All Engineering Universities. Video Tutorials Covers Subjects of Mechanical Engineering Degree.
This document provides instructions for an experiment involving Kirchhoff's Current and Voltage Laws. The objectives are to learn and apply Kirchhoff's Current Law and Kirchhoff's Voltage Law, obtain further practice with electrical measurements, and compare results with calculations and simulations. The experiment uses a circuit with four resistors to apply the two Kirchhoff's Laws and calculate voltages and currents at various points. Students are instructed to use the laws to derive equations relating node voltages, solve them through calculation and simulation, measure resistor values, and compare results.
This document discusses various concepts related to electric circuits including:
- Circuit elements like resistors, voltage and current sources.
- Kirchhoff's laws, Ohm's law, and calculations of equivalent resistance in series and parallel circuits.
- Different types of currents and voltages including direct current, alternating current, and dependent and independent sources.
- Units of measurement for quantities like charge, current, voltage, resistance and power in electric circuits.
This document contains the syllabus and content outline for a course on Basic Electrical Engineering. It covers topics such as Ohm's Law, Kirchhoff's Laws, network analysis techniques including nodal analysis and mesh analysis, AC circuit analysis using phasors, series and parallel RLC circuits, network theorems, resonance, and fundamentals of electrical machines including transformers, induction motors, and DC motors. The course aims to provide students a strong foundation in core electrical engineering concepts and their practical applications.
The document summarizes key circuit analysis concepts taught to a group of students including:
1) It discusses the mesh theorem and superposition theorem, which states the voltage across a circuit element is the sum of voltages due to each independent source.
2) It also reviews RC circuits composed of resistors and capacitors, and RL circuits made of resistors and inductors.
3) The document is intended to teach circuit analysis concepts to students including Md. Mohaimanul Islam, Israt Jahan, and Yeakuti Feardus.
The document discusses I-V characteristics, which relate the terminal voltages and currents of electronic circuit components. I-V characteristics are commonly plotted graphs that are useful for analyzing two-terminal and three-terminal devices. The document also covers resistor I-V characteristics based on Ohm's Law, ideal voltage and current sources, linearity and superposition analysis, Thévenin and Norton equivalents, and dependent sources.
The document discusses transistor amplifiers, including:
1) The objectives of understanding amplifiers, transistor parameters, and analyzing the common-emitter amplifier.
2) How transistors can amplify AC signals without distorting the input through operating in the linear region between cutoff and saturation.
3) Analyzing amplifier operation involves considering both DC biasing for the quiescent point and the AC signal variations around that point.
The document discusses field effect transistors (FETs), specifically junction field effect transistors (JFETs) and metal-oxide-semiconductor field effect transistors (MOSFETs). It describes the basic construction, operation, and characteristics of n-channel and p-channel JFETs and MOSFETs. Application circuits for JFET and MOSFET amplifiers and switches are also presented. Key differences between BJTs, JFETs, and MOSFETs are highlighted.
O documento discute os transistores unipolares JFET e MOSFET, descrevendo seu funcionamento, características e aplicações. No caso do JFET, explica-se que ele controla a corrente entre dreno e fonte por meio da tensão aplicada na porta, devido ao estreitamento do canal sob tensão reversa nas junções porta-fonte. Já o MOSFET controla a corrente por meio do acúmulo de cargas na interface óxido-semiconductor, possibilitando dois tipos de dispositivos.
Diodes allow electricity to flow in one direction and block it in the other. They are used in circuits for protection and applications like converting AC to DC power. There are different types of diodes but their basic function is the same. Bipolar junction transistors and MOSFETs are semiconductor devices with three terminals - gate, drain, and source - that allow current through the drain and source to be controlled by the voltage at the gate. They have different operating regions including cutoff, active, and saturation. JFETs are also field-effect transistors that operate in a similar manner.
This document discusses different types of transistors and their operating regions. It describes:
1) The two main types of transistors - bipolar junction transistors (BJT) and field effect transistors (FET) - and how they control current and voltage. BJTs use voltage to control current, while FETs use current to control voltage.
2) The two common types of BJTs - NPN and PNP - which differ in terms of the doping and direction of current flow in their base-collector and base-emitter diodes.
3) The three operating regions of BJTs - cutoff, active, and saturation - and how current flows in each region depending on whether the base
The document discusses the history and operation of transistors, beginning with the point-contact transistor invented in 1947 by Bardeen, Brattain, and Shockley at Bell Labs. It then covers the basic structure and types of bipolar junction transistors, including NPN and PNP, as well as their operating regions and usage as switches and amplifiers. New developments in transistor technology include 3D transistors using tri-gate designs for improved power efficiency and performance.
This chapter discusses small-signal modeling and linear amplification using transistors. The goals are to understand transistors as linear amplifiers, small-signal models, and amplifier characteristics. A simple common-emitter BJT amplifier circuit is presented and analyzed using DC and AC equivalent circuits. Key points include defining the Q-point, constructing small-signal models, and calculating voltage gain. Capacitor selection criteria are provided to maintain linearity in the amplifier.
The document provides an overview of field effect transistors (FETs), including the junction FET (JFET) and metal-oxide-semiconductor FET (MOSFET). It discusses the basic structure and operation of n-channel JFETs, including how the gate-source voltage controls the channel width and thus the drain current. Key JFET parameters like pinch-off voltage, cutoff voltage, and transfer characteristics are explained. Methods of biasing JFETs like self-bias and voltage divider bias are also covered. Finally, the document introduces MOSFETs and distinguishes between depletion and enhancement MOSFET types.
The document discusses different types of field effect transistors (FETs), including JFETs and MOSFETs. It explains the construction, operation, and characteristics of n-channel JFETs and describes how to plot their transfer and drain characteristics. It also covers depletion-type and enhancement-type MOSFETs, discussing their construction, modes of operation, and how to plot their transfer curves. Key aspects like threshold voltage and methods of testing FETs are also summarized.
This document discusses MOSFETs and JFETs. It introduces MOSFETs, describing the metal oxide layer and how the electric field controls current. It describes types of MOSFETs and their applications, particularly as switches. Characteristic curves of MOSFETs are also mentioned. The document then introduces JFETs, describing their structure and operation. Applications of JFETs as switches are provided. Advantages and disadvantages of JFETs are listed. Finally, characteristics curves of JFETs, including output and transfer characteristics, are described.
A MOSFET (Metal Oxide Semiconductor Field Effect Transistor) is a semiconductor device that is commonly used in power electronics. It works by modulating charge concentration between a gate electrode, which is insulated from other device regions by an oxide layer, and a body region. Depending on whether it is an n-channel or p-channel MOSFET, the source and drain regions have either n+ or p+ doping while the body has the opposite doping. Applying a voltage to the gate can turn the channel between source and drain on or off to allow or prevent current flow. MOSFETs can be made with silicon on insulator or other semiconductor materials.
The document discusses different types of field effect transistors (FETs), including junction FETs (JFETs), metal-oxide-semiconductor FETs (MOSFETs), and metal-semiconductor FETs (MESFETs). It focuses on the structure and operation of n-channel and p-channel MOSFETs, describing how a positive or negative gate voltage is used to create a conducting channel. Scaling challenges for MOSFETs are also discussed, along with new materials needed like high-k dielectrics and metal gates, and approaches like silicon-on-insulator (SOI) technology.
Bipolar junction transistors (BJTs) are three-terminal semiconductor devices consisting of two pn junctions. There are two types, NPN and PNP, depending on the order of doping. BJTs can operate as amplifiers and switches by controlling the flow of majority charge carriers through the base terminal. Proper biasing is required to operate the transistor in its active region between cutoff and saturation. Common configurations include common-base, common-emitter, and common-collector, each with different input and output characteristics. Maximum ratings like power dissipation and voltages must be considered for circuit design and temperature derating.
The document describes an experiment to verify Kirchhoff's Voltage Law (KVL) using a circuit with resistors and a power supply. The experiment involves measuring voltages and currents at different resistor values and comparing the results to theoretical calculations based on KVL. Small differences between measured and calculated values are observed, which are attributed to measurement errors. The results confirm that KVL accurately describes the voltage relationships in the circuit.
This document describes a physics project to verify Kirchhoff's laws. The project involves constructing two circuits using 2.2 ohm resistors and measuring the total resistance. Theoretical calculations of the total resistance are shown based on Kirchhoff's laws. The experimental and theoretical resistances are then compared in an observation table to verify Kirchhoff's laws. Precautions for safely conducting the experiment are also outlined.
ohm's law kirchoff's law and mesh analysisankit5597
This document discusses Ohm's law, Kirchhoff's laws, and nodal and mesh analysis techniques for solving circuits. It provides background on Georg Ohm and Gustav Kirchhoff, defines Ohm's law, Kirchhoff's current law, and Kirchhoff's voltage law. It then describes the steps and process for using nodal analysis and mesh analysis to solve circuits, including writing the nodal equations and mesh equations. Examples are provided for applying both techniques.
Kirchhoff's laws describe how current and voltage behave in electrical circuits. The two laws are:
1. Kirchhoff's Current Law (KCL) states that the total current entering a node in a circuit equals the total current leaving it, expressing the conservation of electric charge.
2. Kirchhoff's Voltage Law (KVL) states that the sum of the voltages in any closed loop in a circuit is equal to zero, expressing the conservation of energy.
The laws were first described by German physicist Gustav Kirchhoff in 1845 and are foundational to circuit theory. They allow analysis of currents and voltages in circuits.
The document provides an overview of key concepts in electric circuits including:
- Kirchhoff's current and voltage laws, mesh current analysis, nodal voltage analysis, and Thevenin's and maximum power transfer theorems for analyzing DC circuits.
- Basic terminology and concepts for analyzing AC circuits including RMS values, average values for half wave and full wave rectified signals, and fundamentals of single phase and three phase AC systems.
- Practice problems on theorems and examples of half wave and full wave rectifier circuits are also included.
This document reports on an electrical engineering lab experiment involving the superposition principle and Thevenin's theorem. The experiment used resistors, power supplies, and multimeters to measure voltages and currents in circuits. For the superposition principle part, measurements were taken with individual and combined sources and compared. For Thevenin's theorem, voltage and current across a variable load resistor were measured and recorded in a table to determine the equivalent resistance and voltage of the original circuit.
This document defines key electrical concepts and laws used in circuit analysis. It begins by defining two-terminal elements, current, voltage, power, and reference directions. It then discusses resistive two-terminal elements including resistors, voltage sources, and current sources. Kirchhoff's current and voltage laws are introduced for circuit analysis. Common circuit elements such as nodes, branches, loops, and meshes are defined. Example problems demonstrate using Kirchhoff's laws to find unknown currents and voltages in circuits. The document concludes by introducing techniques for circuit analysis including equivalent resistance of series and parallel resistors and Y-Δ transformations.
Kirchhoff's laws consist of two statements:
1) Kirchhoff's current law states that the total current entering a node in a circuit must equal the total current leaving that node.
2) Kirchhoff's voltage law states that the sum of the voltages around any closed loop in a circuit must be equal to zero. It accounts for the differences in electrical potential as current flows through various circuit elements such as resistors.
The document provides examples and activities to demonstrate how to apply Kirchhoff's laws to analyze electrical circuits and solve for unknown currents and voltages.
This document outlines the key concepts of electric circuits including Ohm's law, Kirchhoff's laws, and network theorems. It defines key terms like branches, nodes, and loops. Kirchhoff's current law states that the algebraic sum of currents at a node is zero. Kirchhoff's voltage law states that the algebraic sum of voltages around any closed loop is zero. These laws allow analysis of circuits to solve for unknown voltages and currents.
The document discusses Kirchhoff's laws, which are two fundamental laws of circuit analysis:
1) Kirchhoff's voltage law (KVL) states that the sum of the voltages around any closed loop is equal to zero.
2) Kirchhoff's current law (KCL) states that the algebraic sum of the currents entering and leaving any node in a circuit is equal to zero.
The document provides examples of applying KVL and KCL to analyze circuits and solve for unknown voltages and currents. It also includes a quiz on Kirchhoff's laws.
The document discusses Kirchhoff's laws, which are two fundamental laws of circuit analysis:
1) Kirchhoff's voltage law (KVL) states that the sum of the voltages around any closed loop is equal to zero.
2) Kirchhoff's current law (KCL) states that the algebraic sum of the currents entering and leaving any node in a circuit is equal to zero.
The document provides examples of applying KVL and KCL to analyze circuits and solve for unknown voltages and currents. It also includes a quiz on Kirchhoff's laws.
This document covers basic circuit theory concepts including Ohm's law, Kirchhoff's laws, and resistor combinations. Ohm's law states that voltage across a resistor is directly proportional to current through the resistor. Kirchhoff's laws describe how current and voltage behave at nodes and in loops. Series resistors add together to find an equivalent resistance, while parallel resistors use the reciprocal formula. Voltage and current divide proportionally in series and parallel resistor combinations respectively. Wye-delta transformations allow converting between star and delta resistor networks.
Lab 2 kirchhoffs voltage and current laws by kehali bekele haileselassiekehali Haileselassie
1) The document describes an experiment to verify Kirchhoff's Current Law (KCL) and Kirchhoff's Voltage Law (KVL) using a circuit containing resistors, capacitors, and an inductor.
2) Mesh analysis and Kirchhoff's laws were used to analyze the circuit and calculate current and voltage values.
3) The calculated, experimental, and simulated values matched, validating that KCL, KVL, and Ohm's law accurately describe the circuit.
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3) A theoretical overview of the differential equations that model Chua's circuit and how it was implemented in MATLAB.
4) Experimental results from building and testing a physical Chua's circuit, including how its behavior changes with adjustments to resistor values.
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DC Circuit Analysis (Kirchhoff’s Voltage Law) 1
VFP-2 – Lesson Preparation
o Topic : Kirchhoff's voltage laws
o Date and Time : Monday 20/ 10 / 2014 8:00 am
Mohammed Omar 104
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DC Circuit Analysis (Kirchhoff’s Voltage Law) 2
Table of Content
1. Didactic Reflection.....................................................................................................................................................3
1.1 Curriculum Analysis:........................................................................................................................3
1.1.1 Module Description:..................................................................................................................................3
1.1.2 General objective of the module:............................................................................................................4
1.1.3 Specific Objectives of module units: ......................................................................................................4
1.2 Content Analysis .............................................................................................................................5
1.2.1 First Kirchhoff's Voltage Law description ......................................................................................5
1.2.2 RCT Kirchhoff's Voltage Law description..............................................................................................8
1.2.3 The lesson Content description of Kirchhoff’s Voltage Law ............................................................10
1.3 Didactic Analysis ...........................................................................................................................12
1.3.1 The environment .....................................................................................................................................12
1.3.2 Methods and Tools .................................................................................................................................13
2. Lesson Plan ..............................................................................................................................................................15
2.1 Learning Objectives.......................................................................................................................15
2.2 Overview of the Intended Process.................................................................................................16
3. Bibliography.............................................................................................................................................................18
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1. Didactic Reflection
1.1 Curriculum Analysis:
The module name is Electrical Circuits-1 and its code is (ELT 106). The contact hours of
this module are 3 hours theory and tutorial per week without practical and its credit hours
are 3.
1.1.1 Module Description:
This module is taught in electrical department for first trimester and contains on six units:
Fundamentals of electrostatics
Batteries
Principles of DC circuits
DC circuits analysis
Electromagnetism
Magnetic circuits
In addition, explanation of electrostatics laws, batteries, DC circuit analysis,
electromagnetism and magnetic circuits. The course also include: capacitors, Ohm's law,
Kirchhoff's laws, series and parallel circuits, power, and DC bridges.
The topic of this lesson is Kirchhoff's voltage law and it is belonged to DC circuit analysis
unit. Before this units the trainees study two units are
Fundamentals of electrostatics
Batteries
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DC Circuit Analysis (Kirchhoff’s Voltage Law) 4
When they finished studying these two units they will come to DC circuit analysis unit.
under this unit there are five topics are:
Methods of DC circuit analysis.
Kirchhoff's current and voltage laws.
Mesh current method.
Node voltage method.
Superposition method.
1.1.2 General objective of the module:
The module is designed to give the trainees basic knowledge of electrostatic, batteries, and
fundamentals of DC current. Also covers DC circuits analysis, electromagnetism, and
magnetic circuits.
1.1.3 Specific Objectives of module units:
When the trainees finish each module units they will get some skills related to the unit so at
the end of trimester they have to be able to
Explain the basic electrostatics terms.
Describe the types of capacitors
Determine the total capacitance for different capacitor connections.
Describe the types of batteries and their constructions and connections.
Explain the different resistor connections and calculate the total resistance.
Explain and apply Ohm's law.
Represent Ohm's law graphically.
Apply Kickoff’s laws, and voltage and current division rules
Solve simple DC circuits.
Explain the principles of electromagnetism.
Solve simple magnetic circuits.
.
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1.2 Content Analysis
Kirchhoff's Voltage Law topic one of the most important topic in electrical department that
related to series circuits so there are different types of defining and explaining its steps in
the colleges..
1.2.1 First Kirchhoff's Voltage Law description
The following description of Kirchhoff's Voltage Law from firs research source is written by
Tony R. Kuphaldt under the Design Science License. (Kuphaldt, 2002)
This principle is known as Kirchhoff's Voltage Law (discovered in 1847 by Gustav R.
Kirchhoff, a German physicist), and it can be stated as such:
"The algebraic sum of all voltages in a loop must equal zero"
Let's take a look at our example series circuit, this time numbering the points in the circuit
for voltage reference:
Fig. 1.2.1
(Kuphaldt, 2002)
Series Circuit
If we connect a voltmeter between points 2 and 1, red test lead to point 2 and black test
lead to point 1, the meter would register +45 volts. Typically the "+" sign is not shown, but
rather implied, for positive readings in digital meter displays. However, for this lesson the
polarity of the voltage reading is very important and so I will show positive numbers
explicitly:
E2-1 = +45 V
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DC Circuit Analysis (Kirchhoff’s Voltage Law) 6
When a voltage is specified with a double subscript (the characters "2-1" in the notation
"E2-1"), it means the voltage at the first point (2) as measured in reference to the second
point (1). A voltage specified as "Ecd" would mean the voltage as indicated by a digital
meter with the red test lead on point "c" and the black test lead on point "d": the voltage at
"c" in reference to "d".
Fig. 1.2.2
(Kuphaldt, 2002)
voltmeter
If we were to take that same voltmeter and measure the voltage drop across each resistor,
stepping around the circuit in a clockwise direction with the red test lead of our meter on
the point ahead and the black test lead on the point behind, we would obtain the following
readings:
E3-2 = -10 V
E4-3 = -20 V
E1-4 = -15 V
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DC Circuit Analysis (Kirchhoff’s Voltage Law) 7
Fig. 1.2.3
(Kuphaldt, 2002)
voltages measurements
We should already be familiar with the general principle for series circuits stating that
individual voltage drops add up to the total applied voltage, but measuring voltage drops in
this manner and paying attention to the polarity (mathematical sign) of the readings reveals
another facet of this principle: that the voltages measured as such all add up to zero:
E2-1 = +45 V
E3-2 = -10 V
E4-3 = -20 V
÷ E1-4 = -15 V
0 V
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DC Circuit Analysis (Kirchhoff’s Voltage Law) 8
1.2.2 RCT Kirchhoff's Voltage Law description
The second explanation of Kirchhoff’s Voltage Law is written by Edvard Csanyfor
University of Liverpool. This content description is same RCT content. (Kirchhoff’s Laws,
2000)
The Kirchhoff’s Voltage Law, states that:
The algebraic sum of voltages around a closed circuit loop is zero.
There’s the phrase ‘algebraic sum’ again, so we must recognize that the direction of
voltages matters when using Kirchhoff’s Voltage Law.
Fig. 1.2.4
(Kirchhoff’s Laws, 2000)
circuit loop
Fig. 1.2.4 shows a circuit loop, which is part of a larger circuit. The loop involves four
nodes, ABCD, between which are connected four components. In this case the four
components are resistances, but Kirchhoff’s Voltage Law can be applied no matter what
components are connected in the closed circuit loop. The voltages across the four
resistances comprising the circuit loop have been defined as V1, V2, V3, V4 and
Kirchhoff’s Voltage Law allows us to write down an equation relating these voltages. If we
think about travelling around the closed circuit loop in any direction, we note that the four
voltages will be encountered in sequence.
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DC Circuit Analysis (Kirchhoff’s Voltage Law) 9
Two of the voltage arrows will point in the direction of travel and two will oppose the
travel. The algebraic sum of voltages needs to take account of this difference in relative
direction.
To apply Kirchhoff’s Voltage Law correctly, we must make arbitrary choices about the
direction of travel around the closed circuit loop and the contribution which the separate
voltages make to the algebraic sum around the closed circuit loop. Suppose we travel
around the loop in the clockwise direction (ABCD) and that voltages opposite to the
direction of travel make a positive contribution to the algebraic sum. In travelling from A to
B the voltage V1 is encountered and it is in a direction which is opposite to the travel.
sum. Expressed mathematically, the algebraic sum of voltages around the closed loop
ABCD is: + V1 + V2 – V3 – V4 and Kirchhoff’s Voltage Law states that this sum is equal to
zero:
+ V1 + V2 – V3 – V4 = 0 (2.4)
The other two combinations are:
Clockwise around the loop (ABCD), with the arrow positive:
- V1 – V2 + V3 + V4 = 0 (2.5)
Anticlockwise around the loop (ADCB), against the arrow positive:
- V1 – V2 + V3 + V4 = 0 (2.6)
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DC Circuit Analysis (Kirchhoff’s Voltage Law) 10
If we go through these two these descriptions we will not see much different but there are two
main different
Table 1.2.1
First Content Description Second Content Description (RCT)
The direction of resistor voltage is same with
its current which is flow through it.
The direction of resistor voltage is opposite
with its current which is flow through it.
.The source current goes from minus to
positive.
The source current goes from positive to
minus.
The topic is explained with practical way. The topic is explained only theoretical.
Contents Comparison
1.2.3 The lesson Content description of Kirchhoff’s Voltage Law
Kirchhoff's Voltage Law (KVL) states that the algebraic sum of the voltages across any set
of branches in a closed loop is zero.
∑Voltages across branches = 0
Below is a single loop circuit. The KVL computation is expressed graphically in that
voltages around a loop are summed up by traversing (figuratively walking around) the loop.
Before we start applying KVL we have to draw
current directions and voltages polarity for each
element. The direction of the current goes from
positive to negative side and the polarity of the
resistors is shown in the figure. The KVL
equation is obtained by traversing a circuit loop in
either direction and writing down unchanged
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DC Circuit Analysis (Kirchhoff’s Voltage Law) 11
the voltage of each element whose “+” terminal is entered first and writing down the
negative of every element’s voltage where the minus sign is first met. The loop must start
and end at the same point. It does not matter where you start on the loop.
Now we can apply KVL if we start from point 1 we have to finish at the same point :
9 V - 1.5 V - 5 V - 2.5 V = 0
Note that a current direction must have been assumed. The assumed current creates a
voltage across each resistor and fixes the position of the “+” and “-” signs so that the
passive sign convention is obeyed. The assumed current direction and polarity of the
voltage across each resistor must be in agreement with the passive sign convention for
KVL analysis to work.
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1.3 Didactic Analysis
Kirchhoff's voltage law very important lesson for Electrical Department trainees because
they will use it in the next lesson to analysis DC circuits and also in the next trimesters..In
the lesson will be two different way of teaching theory and practical to help the trainees to
understand the lesson very well and to apply the lesson steps in small experiment.
1.3.1 The environment
In this class there are 17 trainees and the rate ages of this class is 18 - 22 years old. All
trainees in this class are belonged to electrical power specialization. They got their
certificates from high schools so they are in the same level. As we observed during our
visits to this class me and my colleagues the trainees help each other ( good cooperation)
and good interacting with a trainer.
The lesson will be at Riyadh College of Technology in the second floor of Electrical
Department number 19 in class F28. The classroom is not well equipped so it need
ordering and organization. The classroom holds some materials such as tables, chairs,
projector and two whiteboards one for projector showing and the other for writing.
In RCT the study language is Arabic the system there is trimester. The will start at 8.00am
this time is very good for students because it is the first lesion and the will be fresh.
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DC Circuit Analysis (Kirchhoff’s Voltage Law) 13
1.3.2 Methods and Tools
This topic (Kirchhoff's voltage law) is new for trainees and related to the lessons before so
during the lesson will used different methods are
Lecture
Classroom Conversation
Group Work
Discovery (Experiment)
Individual Work
To perform this lesson in good condition should bring
PowerPoint presentation
Whiteboard and board markers to explain examples and draw the circuits.
Worksheets for group work and individual tasks.
Electrical board, wires and resistors to do the experiment.
Electrical Measuring Device (voltmeters)
Also the trainees should bring their materials are
Handbook
Calculator
Notebook
To hold the trainees attention the beginning of the lesson shall be with deductive approach
by making small review asking some questions about last two lessons. After that Lecture to
explain Kirchhoff's voltage laws definition and how to draw the directions of current and
voltages and we work with different series circuits.
Classroom Conversation to solve examples about Kirchhoff's voltage law and see different
answers and correct them by students.
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DC Circuit Analysis (Kirchhoff’s Voltage Law) 14
Group work to let the trainees do some work and discussion between each other.
Experiment as is known the content at RCT theory this will be new method for trainees so
the practical step will make the trainees interesting to understand the lesson.
Individual work will gives the trainer chance to assess the trainees and his work at the end
of the lesson.
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2. Lesson Plan
2.1 Learning Objectives
General Learning Objectives:
The Trainees …
1) connect the resistors in series connection (Cognitive ).
2) Measure the current and voltage in electrical circuits (psychomotor/ Cognitive).
Specific Learning Objectives:
The Trainees …
3) define Kickoff’s Kirchhoff's voltage law(Cognitive/Reorganization).
4) Apply Kickoff’s Kirchhoff's voltage laws on series circuits with different type circuits
(Cognitive/Reorganization).
5) solve simple DC circuits calculating the total current and the voltages across each element
(Cognitive/Transfer).
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2.2 Overview of the Intended Process
Opening / Entrance / Motivation
Methodology
Media
Time
MinutesExpected Trainer-action Expected Trainee-action
Asking the trainees about
Ohm's law and electrical
power law and write it on the
whiteboard .
interact with the trainer and
write the triangles of electrical
power and Ohm's law.
deductive
Approach
Classroom
Conversation
Whiteboard 3
Body (Information / Elaboration)
Methodology
Media
Time
MinutesExpected Trainer-action Expected Trainee-action
Definition and explanation
of Kirchhoff's voltage law
by drawing series circuit
and demonstration how
Kirchhoff's voltage law
works.
Lecture
Projector
slide
1 , 2
5
Presents the series circuit
with three resistors and one
battery after that asks the
trainees to apply Kirchhoff's
voltage law.
Tracking the circuit and apply
Kirchhoff's voltage law steps.
Classroom
Conversation
Projector
slide
3
Whiteboard
4
Gives an example with
three resistors and three
unknown voltages to solve
it with the trainees.
Determining the unknown
voltages by using Kirchhoff's
voltage law.
Classroom
Conversation
Projector
slide
4
Whiteboard
6
Divides the class into three
groups and distribute the
work sheet of group work.
sharing in groups to solve the
tasks. Finding the voltage,
current and electrical power by
using different laws that they
have learned before. .
Group Work
Classroom
Conversation
Projector
slide
5
Whiteboard
10
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Asking the trainees to
solve and explain the tasks
on whiteboard.
One trainee from each group
solves and explains one
passage.
Classroom
Conversation
Worksheet
( 1 )
Gives the trainees change
to check how Kirchhoff's
voltage law works in
practical ways
connecting the resistors in
series and measure the
voltages and current according
to Kirchhoff's voltage law .
Discovery
Experiment
Projector
slide
6
Electrical
boards
Worksheet
( 2 )
12
Close (Reflection, Exercises, Homework, Feedback)
Methodology
Media
Time
MinutesExpected Trainer-action Expected Trainee-action
Distributes the work sheet of
quiz and asks the trainees to
solve it individually.
The trainees determine the
voltages by Kirchhoff's voltage
law and electrical power.
Individual
work
Projector
slide
12
Worksheet
( 3 )
10
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3. Bibliography
Kirchhoff’s Laws. (2000, 1 3). Retrieved 10 14, 2014, from Electrical Engineering Portal: http://electrical-
engineering-portal.com/resources/knowledge/theorems-and-laws/kirchhoffs-laws
Kuphaldt, T. R. (2002, 6 5). Kirchhoff's Voltage Law (KVL). Retrieved 10 16, 2014, from All about circuits:
http://www.allaboutcircuits.com/vol_1/chpt_6/2.html